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PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally LABORATORY OF SYSTEMS BIOLOGY The Laboratory of Systems Biology is a part of the Department of Cybernetics, School of Science, Tallinn University of Technology. AIM. The main aim of the laboratory is to study regulation of intracellular processes and understand functional influences of intracellularinteractions.
46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
STAATIKA - IOC.EE
1. Sissejuhatus 2 1 Sissejuhatus Kursuse alguseks avame m˜onede p ˜ohim ˜oistete sisu. Mehaanika on teadus, mis uurib tahkete kehade, vedelike ja gaaside liikumist, selle STUDY GUIDES FOR IPHO-S New material: Physics Cup 2020 Problems of NBPhO-2019 Gulf Physics Olympiads (new: 3rd GPhO) organized by ABEGS European Physics Olympiads (new: 3rd EuPhO). Study guides for IPhO-s:PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally LABORATORY OF SYSTEMS BIOLOGY The Laboratory of Systems Biology is a part of the Department of Cybernetics, School of Science, Tallinn University of Technology. AIM. The main aim of the laboratory is to study regulation of intracellular processes and understand functional influences of intracellularinteractions.
46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
STAATIKA - IOC.EE
1. Sissejuhatus 2 1 Sissejuhatus Kursuse alguseks avame m˜onede p ˜ohim ˜oistete sisu. Mehaanika on teadus, mis uurib tahkete kehade, vedelike ja gaaside liikumist, sellePAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient FORMULAS FOR IPHO II GENERAL RECOMMENDATIONS MOTION OF A Formulas for IPhO Version: July 4, 2018 I Mathematics 1. Taylor series (truncate for approximations): F(x) = F(x 0) + X F(n)(x 0)(x−x 0) n/n! Special case — linear approximation: WOPHO SELECTION ROUND WoPhO Selection Round - Physics Cup - 2013, February - July 2013 The rules were the same as for Physics Cup-IPhO2012 (Eng). Problem 1 without hints, with small hints, with medium hints, with more hints, with all hints, and with solutions. Problem 2 without hints, with small hints, with medium hints, with more hints, with solutions. Problem 3 without hints, with small hints, with medium hints PYVTK - MANIPULATE VTK FILES IN PYTHON - CENS PyVTK provides the following tools for manipulating Visualization Toolkit (VTK) files in Python: VtkData. Create VTK file from Python objects. It fully supports VTK File Formats Standard 2.0 (see also VTK File Formats Standard 3.0 ). The features include: ascii and binary output, ascii input from VTK file.STAATIKA - IOC.EE
1. Sissejuhatus 2 1 Sissejuhatus Kursuse alguseks avame m˜onede p ˜ohim ˜oistete sisu. Mehaanika on teadus, mis uurib tahkete kehade, vedelike ja gaaside liikumist, sellePEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), I VEEBIPÕHINE TRANSKRIPTSIOONTRANSLATE THIS PAGE Veebipõhine kõnetuvastus. Selle lehe abil saate lasta oma eestikeelset könet sisaldavaid helifaile automaatselt transkribeerida. Transkribeerimisel kasutatakse TTÜ Küberneetika Instituudi foneetika- ja kõnetehnoloogia laboris väljatöötatud tehnoloogiat ja mudeleid. NB! FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
BOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we have FUNKTSIOONI EKSTREEMUMITE LEIDMINE Funktsiooni ekstreemumite leidmine Algoritm: Samm1: Leidafunktsiooni y = f HxLkriitilisedpunktidehkpunktidkus f 'HxL = 0 ja êvõi f'HxLeileidu. Samm2
FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
BOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we have FUNKTSIOONI EKSTREEMUMITE LEIDMINE Funktsiooni ekstreemumite leidmine Algoritm: Samm1: Leidafunktsiooni y = f HxLkriitilisedpunktidehkpunktidkus f 'HxL = 0 ja êvõi f'HxLeileidu. Samm2
LABORATORY OF SYSTEMS BIOLOGY The Laboratory of Systems Biology is a part of the Department of Cybernetics, School of Science, Tallinn University of Technology. AIM. The main aim of the laboratory is to study regulation of intracellular processes and understand functional influences of intracellularinteractions.
1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO.IUTAM'14 :: HOME
IUTAM SYMPOSIUM 2014 - Complexity of Nonlinear Waves, Tallinn, Estonia, 8-12 September, 2014BOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we have PYVTK - MANIPULATE VTK FILES IN PYTHON - CENS PyVTK provides the following tools for manipulating Visualization Toolkit (VTK) files in Python: VtkData. Create VTK file from Python objects. It fully supports VTK File Formats Standard 2.0 (see also VTK File Formats Standard 3.0 ). The features include: ascii and binary output, ascii input from VTK file.PEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), ISTAATIKA - IOC.EE
1. Sissejuhatus 2 1 Sissejuhatus Kursuse alguseks avame m˜onede p ˜ohim ˜oistete sisu. Mehaanika on teadus, mis uurib tahkete kehade, vedelike ja gaaside liikumist, selle CONCRETE MATHEMATICS EXERCISES FROM 30 SEPTEMBER 2016 Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n+ 1) J(n). Equation (1.8) tells us that H(2n) = 2, and MODELING REAL-TIME SYSTEM ARCHITECTURES WITH UML 2 1 Modeling Real-Time System Architectures with UML 2.0 Bran Selic Principal Engineer IBM Software Group – Rational Software bselic@ca.ibm.com 2 Objectives STUDY GUIDES FOR IPHO-S New material: Physics Cup 2020 Problems of NBPhO-2019 Gulf Physics Olympiads (new: 3rd GPhO) organized by ABEGS European Physics Olympiads (new: 3rd EuPhO). Study guides for IPhO-s: FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods .46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally 1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 STUDY GUIDES FOR IPHO-S New material: Physics Cup 2020 Problems of NBPhO-2019 Gulf Physics Olympiads (new: 3rd GPhO) organized by ABEGS European Physics Olympiads (new: 3rd EuPhO). Study guides for IPhO-s: FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods .46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally 1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . LECTURE 2: 1-D PROBLEMS, LINEAR ANALYSIS, BIFURCATION, BI Lecturenotes#2 NonlinearDynamics YFX1520 Lecture 2: 1-D problems, linear analysis, bifurcation, bi-furcation diagram Contents 1 Introduction 2 2 Linearisationof1-Dsystems 2 GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM … GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF PIANO SCALING Juri ENGELBRECHT¨ a, Avo MAGI¨ b and Anatoli STULOVc a Estonian Academy of Sciences, Kohtu 6, 10137 Tallinn, Estonia; je@ioc.ee b Tallinn Piano Factory, Kungla 41, 10413 Tallinn, Estonia; hiis@online.ee c Centre for Nonlinear Studies, Institute of Cybernetics at Tallinn Technical University, CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient RECOMMENDED LIST OF PROBLEMS Recommended list of problems In what follows is a list of problems, selected on the basis of my personal preferences and sorted by topics. If you don't find your favourite problems here, please nominate! Mechanics (incl. celestial mechanics) WOPHO SELECTION ROUND WoPhO Selection Round - Physics Cup - 2013, February - July 2013 The rules were the same as for Physics Cup-IPhO2012 (Eng). Problem 1 without hints, with small hints, with medium hints, with more hints, with all hints, and with solutions. Problem 2 without hints, with small hints, with medium hints, with more hints, with solutions. Problem 3 without hints, with small hints, with medium hints ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
PEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), I MODERN ALGEBRA WITH APPLICATIONS CONTENTS vii New Rings from Old, 164 Field of Fractions, 170 Convolution Fractions, 172 Exercises, 176 9 Polynomial and Euclidean Rings 180 Euclidean Rings, 180 AUTOMATIC CODE GENERATION FROM STATEFLOW MODELS 28-30.09.2007 Andres Toom - Teooriapäevad 2007 5 The Gene-Auto project (contd.) Motivations Increasing complexity of embeddedreal-time systems
STUDY GUIDES FOR IPHO-S New material: Physics Cup 2020 Problems of NBPhO-2019 Gulf Physics Olympiads (new: 3rd GPhO) organized by ABEGS European Physics Olympiads (new: 3rd EuPhO). Study guides for IPhO-s: FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods .46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally 1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 STUDY GUIDES FOR IPHO-S New material: Physics Cup 2020 Problems of NBPhO-2019 Gulf Physics Olympiads (new: 3rd GPhO) organized by ABEGS European Physics Olympiads (new: 3rd EuPhO). Study guides for IPhO-s: FUNCTIONAL PROGRAMMING Announcements. All course meetings will be remote for the foreseeable future. The marking criteria for homework assignments and the term project are as follows. correctness: 70%. style (clarity, concision, efficiency): 30%. Information about the final exam is now available(see below).
PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods .46TH MFCS | TALLINN
The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. In 2021, it will come back to Tallinn, Estonia. MFCS is a high quality venue for original research in all branches of theoreticalcomputer science.
CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally 1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12PAWEL SOBOCINSKI
Pawel Sobocinski. Email: sobocinski@gmail.com. Bibliometrics: Google Scholar, DBLP. I am Professor of Trustworthy Software Technologies at Taltech. The position is a research measure of the IT Academy programme, funded by the Estonian State and the European Social Fund. I lead the Laboratory for Compositional Systems and Methods . LECTURE 2: 1-D PROBLEMS, LINEAR ANALYSIS, BIFURCATION, BI Lecturenotes#2 NonlinearDynamics YFX1520 Lecture 2: 1-D problems, linear analysis, bifurcation, bi-furcation diagram Contents 1 Introduction 2 2 Linearisationof1-Dsystems 2 GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM … GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF PIANO SCALING Juri ENGELBRECHT¨ a, Avo MAGI¨ b and Anatoli STULOVc a Estonian Academy of Sciences, Kohtu 6, 10137 Tallinn, Estonia; je@ioc.ee b Tallinn Piano Factory, Kungla 41, 10413 Tallinn, Estonia; hiis@online.ee c Centre for Nonlinear Studies, Institute of Cybernetics at Tallinn Technical University, CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND 1. CIRCUITS WITH RESISTORS, BATTERIES, AMMETERS AND VOLTMETERS For water flow in a narrow pipe, the drag force is propor-tional to the flow speed and to the pipe lengthl, i.e. k= κl. For ordinary pipes, the drag force (and hence, the coefficient RECOMMENDED LIST OF PROBLEMS Recommended list of problems In what follows is a list of problems, selected on the basis of my personal preferences and sorted by topics. If you don't find your favourite problems here, please nominate! Mechanics (incl. celestial mechanics) WOPHO SELECTION ROUND WoPhO Selection Round - Physics Cup - 2013, February - July 2013 The rules were the same as for Physics Cup-IPhO2012 (Eng). Problem 1 without hints, with small hints, with medium hints, with more hints, with all hints, and with solutions. Problem 2 without hints, with small hints, with medium hints, with more hints, with solutions. Problem 3 without hints, with small hints, with medium hints ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
PEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), I MODERN ALGEBRA WITH APPLICATIONS CONTENTS vii New Rings from Old, 164 Field of Fractions, 170 Convolution Fractions, 172 Exercises, 176 9 Polynomial and Euclidean Rings 180 Euclidean Rings, 180 AUTOMATIC CODE GENERATION FROM STATEFLOW MODELS 28-30.09.2007 Andres Toom - Teooriapäevad 2007 5 The Gene-Auto project (contd.) Motivations Increasing complexity of embeddedreal-time systems
PAWEL SOBOCINSKI
Publications. Ivan Di Liberti, Fosco Loregian, Chad Nester and Pawel Sobocinski, " Functorial Semantics for Partial Theories ", In 48th ACM SIGPLAN Symposium on Principles of Programming Languages (POPL 2021), 2021.; Elena Di Lavore, Jules Hedges and Pawel Sobocinski, " Compositional modelling of network games ", In 29th EACSL Annual Conference on Computer Science Logic (CSL 2021), 2021. FUNCTIONAL PROGRAMMING TallCat. Webpage of the Compositional Systems and Methods group at TalTech. Functional Programming Course Organization course code ITI0212 term Spring 202146TH MFCS | TALLINN
Sponsors: MFCS 2021 is organized in cooperation with EATCS The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs.IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
BOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we have FUNKTSIOONI EKSTREEMUMITE LEIDMINE Funktsiooni ekstreemumite leidmine Algoritm: Samm1: Leidafunktsiooni y = f HxLkriitilisedpunktidehkpunktidkus f 'HxL = 0 ja êvõi f'HxLeileidu. Samm2
PAWEL SOBOCINSKI
Publications. Ivan Di Liberti, Fosco Loregian, Chad Nester and Pawel Sobocinski, " Functorial Semantics for Partial Theories ", In 48th ACM SIGPLAN Symposium on Principles of Programming Languages (POPL 2021), 2021.; Elena Di Lavore, Jules Hedges and Pawel Sobocinski, " Compositional modelling of network games ", In 29th EACSL Annual Conference on Computer Science Logic (CSL 2021), 2021. FUNCTIONAL PROGRAMMING TallCat. Webpage of the Compositional Systems and Methods group at TalTech. Functional Programming Course Organization course code ITI0212 term Spring 202146TH MFCS | TALLINN
Sponsors: MFCS 2021 is organized in cooperation with EATCS The MFCS conference series has been organized since 1972. Traditionally, the conference moved between the Czech Republic, Slovakia, and Poland, while since 2013, the conference travels around Europe. CALCULATIONAL PROOFS IN RELATIONAL GRAPHICAL LINEAR ALGEBRA Calculational Proofs in Relational Graphical Linear Algebra? Jo~ao Paix~ao1 and Pawe l Sobocinski 2 1 Universidade Federal do Rio de Janeiro, Brazil 2 Tallinn University of Technology, Estonia Abstract. We showcase a modular, graphical language|graphical lin-ear algebra|and use it as high-level language to reason calculationally ENERGY MANAGEMENT STRATEGY FOR SOLAR-POWERED HIGH-ALTITUDE where V is the speed, Th is thrust force generated by motor and screw propeller, a is attack angle, L and D are lift force and drag force respective ly, m is mass of aircraft, l is pitch angle, x and H are the Cartesia n coordinat es of the aircraft. The aerodynamic forces L and D are defined in Eqs.IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
BOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we have FUNKTSIOONI EKSTREEMUMITE LEIDMINE Funktsiooni ekstreemumite leidmine Algoritm: Samm1: Leidafunktsiooni y = f HxLkriitilisedpunktidehkpunktidkus f 'HxL = 0 ja êvõi f'HxLeileidu. Samm2
PAWEL SOBOCINSKI
Publications. Ivan Di Liberti, Fosco Loregian, Chad Nester and Pawel Sobocinski, " Functorial Semantics for Partial Theories ", In 48th ACM SIGPLAN Symposium on Principles of Programming Languages (POPL 2021), 2021.; Elena Di Lavore, Jules Hedges and Pawel Sobocinski, " Compositional modelling of network games ", In 29th EACSL Annual Conference on Computer Science Logic (CSL 2021), 2021.IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
1. INTRODUCTION PROBLEMS ON KINEMATICS 2. VELOCITIES pr 5. A white piece of chalk is thrown onto a black hori-zontal board moving at constant velocity. Initially, the chalk’s velocity was perpendicular to the board’s direction ofmotion.
PROBLEM 8: GAS BUBBLE IN WATER (CONTRIBUTED BY MIHKEL KREE) We need the distance of the first and the second ray. From geometry we can conclude, that: dr=∣AE∣+∣FD∣=R(cosπ 4 +cosα)= d 2 (cosπ 4 +sinα) d=2dr⋅ 1 cosπ 4 +sinα (3) The interference pattern is established by two monochromatic point sources with distance dr. The interference pattern is very similar to the one produced by a lattice with lattice parameter dr. KERT | LABORATORY OF SOLID MECHANICS Dmitri Kartofelev (PhD) is a specialist in nonlinear musical acoustics. He defended his PhD in 2014. His expertise includes acoustics of stringed instruments; grand piano hammer–string interaction dynamics, physical properties of piano hammer felt and wave propagation through felt-type composite materials, physics-based sound synthesis, acoustics related numerical and physical experimentsBOSTON UNIVERSITY
1.7. The Laplace mechanism 15 is described in the following algorithm where q: N|X| æ R and where the notation Y Ω $ f denotes the fact that Y is sampled from the distribution f. Algorithm 2 Pseudo-code for the Laplace Mechanism 1: function LapMech(D,q,‘) 2: Y Ω $ Lap(q ‘)(0) 3: return q(D)+Y 4: end function Notice that by the properties of the Laplace distribution we havePEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), ISTAATIKA - IOC.EE
1. Sissejuhatus 2 1 Sissejuhatus Kursuse alguseks avame m˜onede p ˜ohim ˜oistete sisu. Mehaanika on teadus, mis uurib tahkete kehade, vedelike ja gaaside liikumist, selle CONCRETE MATHEMATICS EXERCISES FROM 30 SEPTEMBER 2016 Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n+ 1) J(n). Equation (1.8) tells us that H(2n) = 2, and FUNCTIONAL PROGRAMMING TallCat. Webpage of the Compositional Systems and Methods group at TalTech. Functional Programming Course Organization course code ITI0212 term Spring 2021 GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF … GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF PIANO SCALING Juri ENGELBRECHT¨ a, Avo MAGI¨ b and Anatoli STULOVc a Estonian Academy of Sciences, Kohtu 6, 10137 Tallinn, Estonia; je@ioc.ee b Tallinn Piano Factory, Kungla 41, 10413 Tallinn, Estonia; hiis@online.ee c Centre for Nonlinear Studies, Institute of Cybernetics at Tallinn Technical University,IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. WOPHO SELECTION ROUND WoPhO Selection Round - Physics Cup - 2013, February - July 2013 The rules were the same as for Physics Cup-IPhO2012 (Eng). Problem 1 without hints, with small hints, with medium hints, with more hints, with all hints, and with solutions. Problem 2 without hints, with small hints, with medium hints, with more hints, with solutions. Problem 3 without hints, with small hints, with medium hints HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 BASIC ALGEBRA AND NUMBER THEORY Groups, Rings and Fields 34 Nicolas T. Courtois, November 2006 Order of a Group, Subgroups We call order of G or ord(G) the number of elements in the group (its cardinality). A sub-group : ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
PEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), I CONCRETE MATHEMATICS EXERCISES FROM 30 SEPTEMBER 2016 Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n+ 1) J(n). Equation (1.8) tells us that H(2n) = 2, and VEEBIPÕHINE TRANSKRIPTSIOON Selle lehe abil saate lasta oma eestikeelset könet sisaldavaid helifaile automaatselt transkribeerida. Transkribeerimisel kasutatakse TTÜ Küberneetika Instituudi foneetika- ja kõnetehnoloogia laboris väljatöötatud tehnoloogiat ja mudeleid. FUNCTIONAL PROGRAMMING TallCat. Webpage of the Compositional Systems and Methods group at TalTech. Functional Programming Course Organization course code ITI0212 term Spring 2021 GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF … GRAND PIANO MANUFACTURING IN ESTONIA: THE PROBLEM OF PIANO SCALING Juri ENGELBRECHT¨ a, Avo MAGI¨ b and Anatoli STULOVc a Estonian Academy of Sciences, Kohtu 6, 10137 Tallinn, Estonia; je@ioc.ee b Tallinn Piano Factory, Kungla 41, 10413 Tallinn, Estonia; hiis@online.ee c Centre for Nonlinear Studies, Institute of Cybernetics at Tallinn Technical University,IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. WOPHO SELECTION ROUND WoPhO Selection Round - Physics Cup - 2013, February - July 2013 The rules were the same as for Physics Cup-IPhO2012 (Eng). Problem 1 without hints, with small hints, with medium hints, with more hints, with all hints, and with solutions. Problem 2 without hints, with small hints, with medium hints, with more hints, with solutions. Problem 3 without hints, with small hints, with medium hints HARD EXAMPLES FOR DPLL ALGORITHMS Hard examples for DPLL algorithms Dmitry Itsykson Steklov Institute of Mathematics at St. Petersburg Theory Days Ocober 8, 2011 1/12 BASIC ALGEBRA AND NUMBER THEORY Groups, Rings and Fields 34 Nicolas T. Courtois, November 2006 Order of a Group, Subgroups We call order of G or ord(G) the number of elements in the group (its cardinality). A sub-group : ANALYSIS OF THE ESTONIAN ICT SECTOR INNOVATION SYSTEM 5 Estonia, however, is not an exception in giving priority to ICT. Camarero and Magnatti (2000, pp 99-100) report in their cross-countrystudy of the
PEARU PETERSON
I am a Senior Researcher in the Laboratory of Systems Biology.. SHORT CV. I have defended by PhD in 2001 (Institute of Cybernetics at Tallinn University of Technology).After continuing my research in the Institute of Cybernetics (2002), I was a post-doctoral fellow at University of Twente, The Netherlands (2001-2002).After continuing my research in the Institute of Cybernetics (2002-2007), I CONCRETE MATHEMATICS EXERCISES FROM 30 SEPTEMBER 2016 Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n+ 1) J(n). Equation (1.8) tells us that H(2n) = 2, and VEEBIPÕHINE TRANSKRIPTSIOON Selle lehe abil saate lasta oma eestikeelset könet sisaldavaid helifaile automaatselt transkribeerida. Transkribeerimisel kasutatakse TTÜ Küberneetika Instituudi foneetika- ja kõnetehnoloogia laboris väljatöötatud tehnoloogiat ja mudeleid.IPHO SYLLABUS
IPhO Syllabus Accepted 2014 in Astana, amended 2015 in Mumbai. 1 Introduction 1.1 Purpose of this syllabus ThissyllabusliststopicswhichmaybeusedfortheIPhO. SYLLABUS - CS.IOC.EE ITT9131 "Concrete Mathematics" Fall semester 2016. The study course ITT9131 "Concrete Mathematics" (konkreetne matemaatika) will take place in TUT in the fall semester of year 2016. LECTURE 7: BIFURCATIONS IN 2-D, BIFURCATIONS OF FIXED Lecture №7: Bifurcations in 2-D, bifurcations of xed points, Hopf bifurcation, bifurcations of closed orbits, examples of dynamicalinstabilities
FORMULAS FOR IPHO II GENERAL RECOMMENDATIONS MOTION OF A Formulas for IPhO Version: July 4, 2018 I Mathematics 1. Taylor series (truncate for approximations): F(x) = F(x 0) + X F(n)(x 0)(x−x 0) n/n! Special case — linear approximation: IPHO-2014-ASTANA-PROBLEM 1. IPhO-2014-Astana-Problem 1. Part A. A small puck of mass m is carefully placed onto the inner surface of a thin hollow cylinder of mass M and of ra- dius R.Initially, the cylinder rests on a horizontalplane and
KERT | LABORATORY OF SOLID MECHANICS Dmitri Kartofelev (PhD) is a specialist in nonlinear musical acoustics. He defended his PhD in 2014. His expertise includes acoustics of stringed instruments; grand piano hammer–string interaction dynamics, physical properties of piano hammer felt and wave propagation through felt-type composite materials, physics-based sound synthesis, acoustics related numerical and physical experiments BASIC ALGEBRA AND NUMBER THEORY Groups, Rings and Fields 34 Nicolas T. Courtois, November 2006 Order of a Group, Subgroups We call order of G or ord(G) the number of elements in the group (its cardinality). A sub-group : SILVIO CAPOBIANCO'S PERSONAL PAGE AT TTÜ Silvio Capobianco's home page. Contact information. Address: please ask by email Phone: (Estonia international prefix) 620 Answer-to-the-Ultimate-Question its-half Email: PRACTICAL SECURE TWO-PARTY COMPUTATION AND APPLICATIONS Permutation-based Hashing In elements are compared bit-wise Hence, smaller elements require less overhead Idea: “hash” elements to a smaller representation To avoid collisions the birthday paradox states that the hash must be λ+2log(n) bits (= 40+2*20 = 80 bits for λ=40, n=1 Mio) Instead: use a permutation to map elements to bins and store VEEBIPÕHINE TRANSKRIPTSIOON Selle lehe abil saate lasta oma eestikeelset könet sisaldavaid helifaile automaatselt transkribeerida. Transkribeerimisel kasutatakse TTÜ Küberneetika Instituudi foneetika- ja kõnetehnoloogia laboris väljatöötatud tehnoloogiat ja mudeleid. TTÜ Küberneetika Instituut Sa oled siin: » TTÜ KÜBERNEETIKA INSTITUUT*
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