- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 1 April Numerical Schubert Calculus
- A short tutorial for PHC Jan Verschelde
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 14. Normalizing, Collecting, and Sorting
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 19. Integration and Summation
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 9. Code Generation and Connectivity
- MCS 320 Introduction to Symbolic Computation Spring 2011 COURSE OUTLINE subject to minor changes
- MTH 415 Syllabus Spring 2000 CLASS TIME: MWF 10:20 11:10 in C 300 WH from 01/10/2000 to 04/28/2000.
- MCS 360 L9 13 Sep 2010
- MCS 360 L2 25 Aug 2010
- MCS 360 L4 30 Aug 2010
- MCS 563 L-10 Normal Sets
- HIGHER-ORDER DEFLATION FOR POLYNOMIAL SYSTEMS WITH ISOLATED SINGULAR SOLUTIONS
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 1. Introduction to MATLAB
- Introduction to Numerical Algebraic Geometry Andrew J. Sommese1
- MCS 563 L-6 24 Jan 2011
- MCS 360 L3 27 Aug 2010
- MCS 360 L6 classifying errors
- MCS 360 L7 Correctness
- Exam 2 MCS 320 Jan Verschelde Friday 1 April 2011 NAME : answers
- Numerical Algebraic Geometry Jan Verschelde
- Sweeping Algebraic Curves for Singular Solutions Kathy Piret
- Parallel Homotopy Algorithms to Solve Polynomial Systems
- Parallel Implementation of the Polyhedral Homotopy Method Jan Verschelde
- An intrinsic homotopy for intersecting algebraic varieties
- Factoring Solution Sets of Polynomial Systems in Parallel Anton Leykin
- Numerical Factorization of Multivariate Complex Polynomials
- A Method for Tracking Singular Paths with Application to the Numerical
- Using Monodromy to Decompose Solution Sets of Polynomial Systems into Irreducible Components
- Symbolic Homotopy Construction
- Sampling Algebraic Sets in Local Intrinsic Coordinates Jan Verschelde
- COMPUTING DYNAMIC OUTPUT FEEDBACK LAWS WITH PIERI HOMOTOPIES ON A PARALLEL COMPUTER
- Parallel Implementation of Polyhedral Homotopy Methods B.S., Shanghai University, Shanghai , 1994
- Computing critical points of polynomial systems using PHCpack and Python
- A short tutorial for PHC Jan Verschelde
- MCS 320 Introduction to Symbolic Computation Spring 2011 TIME TABLE: 24851 MWF 11:00 11:50 from 01/10/2011 to 04/29/2011 in computer lab 1200 SE0.
- MCS 320 Introduction to Symbolic Computation Spring 2010 First Steps with Maple
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 4. Algebraic and Complex Numbers
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 8. Input/Output Formats and Files
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 10. Univariate and Multivariate Polynomials
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 12. Representation of Expressions
- MCS 320 Introduction to Symbolic Computation Spring 2011 Review of the first 14 lectures
- MCS 320 Introduction to Symbolic Computation Spring 2011 Part Three
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 15. Defining Mathematical Functions
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 26. Solving Equations
- MCS 320 Introduction to Symbolic Computation Spring 2010 Maple Lecture 27. Differential Equations
- MCS 320 Introduction to Symbolic Computation Spring 2011 Review of the lectures 15 to 28
- Exam 2 MCS 320 Jan Verschelde Friday 1 April 2011 Open notes & computer, but please do not ask questions.
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 4. Programming in MATLAB
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 5. MATLAB as Drawing Tool
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 6. Images and ODEs in MATLAB
- MCS 320 Introduction to Symbolic Computation Spring 2011 Sage Lecture 1. Introduction to Sage
- MCS 320 Introduction to Symbolic Computation Spring 2011 Sage Lecture 3. file management
- MCS 563 Analytic Symbolic Computation Spring 2011 TIMETABLE: 31105 MWF 10:0010:50 in 304 Lincoln Hall from 01/10/2011 to 04/29/2011.
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 10 January Introduction
- MCS 563 L-1 10 Jan 2011
- MCS 563 L-2 12 Jan 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 14 January Homotopies and Predictor-Corrector Methods
- MCS 563 L-3 14 Jan 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 19 January Rewriting Polynomials
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 21 January Alpha Theory to Certify Roots
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 26 January Multihomogeneous Homotopies
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 28 January Quotient Rings
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 4 February Grobner Basis Conversion
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 7 February Coefficient-Parameter Homotopies
- MCS 563 L-14 14 Feb 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 21 February Mixed Volumes
- MCS 563 L-17 21 Feb 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 25 February Polyhedral Homotopies
- MCS 563 L-19 25 Feb 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 28 February Review and Summary of the first part of MCS 563
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 4 March Multiple Roots and Approximate GCDs
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 7 March Standard Bases
- MCS 563 L-21 Localization
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 14 March Witness Sets
- MCS 563 L-24 14 Mar 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 16 March Lifting Fibers
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 18 March Absolute Factorization
- MCS 563 L-26 18 Mar 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 28 March Sparse Interpolation
- MCS 563 L-27 28 Mar 2011
- MCS 563 L-28 30 Mar 2011
- MCS 563 L-30 Nonnegative
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 8 April Primary Decomposition
- MCS 563 L-33 11 Apr 2011
- MCS 563 L-34 13 Apr 2011
- MCS 563 L-35 15 Apr 2011
- MCS 563 L-36 18 Apr 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 22 April Binomial Ideals
- Numerical Irreducible Decomposition using PHCpack ?
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 20 April Border Bases
- Symbolic-Numeric Completion of Differential Systems by Homotopy Continuation
- Newton's Method with Deflation for Isolated Singularities of Polynomial Systems
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 11 February Real Homotopies
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 1. Introduction to Computer Algebra
- Newton's Method with Deflation for Isolated Singularities of Polynomial AILING ZHAO
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 7. Types, Attributes, Properties, and Units
- Polynomial Homotopies on Multicore Workstations Jan Verschelde
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 9 March Newton's Method with Deflation
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 18 April Tropical Algebraic Geometry
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 22. Array, Table, and Conversions
- MCS 360 L5 use case diagram
- MCS 360 L1 23 Aug 2010
- MCS 360 L8 10 Sep 2010
- Newton's Method with De ation for Isolated Singularities of Polynomial Systems
- Balancing the Lifting Values to Improve the Numerical Stability of
- KATHOLIEKE UNIVERSITEIT LEUVEN FACULTEIT WETENSCHAPPEN
- MCS 563 L-7 26 Jan 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 11 March Multiplicity Structure
- Polynomial Homotopy Continuation with PHCpack Jan Verschelde
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 9 February Rational Univariate Representation
- An intrinsic homotopy for intersecting algebraic varieties
- SOLVING POLYNOMIAL SYSTEMS EQUATION BY EQUATION
- MCS 563 L-29 Four Lines in
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 3. Polynomials and Curve Fitting
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 30 March Approximate Factorization
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 6 April Manipulation of Ideals
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 2. Getting Started and Getting Help
- MCS 563 L-22 Singularities
- Numerical Irreducible Decomposition using Projections from Points on the Components
- MCS 563 L-15 16 Feb 2011
- April 29, 2002 12:27 Proceedings of DETC'02
- A Method for Tracking Singular Paths with Application to the Numerical
- Exam 1 MCS 320 Jan Verschelde Friday 18 February 2011 Open notes & computer, but please do not ask questions.
- SYMMETRIC FUNCTIONS APPLIED TO DECOMPOSING SOLUTION SETS OF POLYNOMIAL SYSTEMS
- Parallel Implementation of a Subsystem-by-Subsystem Solver Yun Guan and Jan Verschelde
- MCS 563 L-13 11 Feb 2011
- MCS 563 L-22 Differentials
- MCS 360 L-3 27 Aug 2010
- MCS 360 L-7 Correctness
- MCS 360 L-8 10 Sep 2010
- Tropical Algebraic Geometry in Maple a preprocessing algorithm for finding common factors to
- Introduction to Symbolic Computation: a Maple/MATLAB Course
- HIGHERORDER DEFLATION FOR POLYNOMIAL SYSTEMS WITH ISOLATED SINGULAR SOLUTIONS
- Interfacing with the Numerical Homotopy Algorithms in PHCpack
- Numerical Homotopy Algorithms for Satellite Trajectory Control
- PIERI HOMOTOPIES FOR PROBLEMS IN ENUMERATIVE GEOMETRY APPLIED TO POLE PLACEMENT IN LINEAR
- J. Symbolic Computation (1999) 11, 1--17 Toric Newton Method for Polynomial Homotopies
- Parallel Implementation of the Polyhedral Homotopy Method Jan Verschelde y Yan Zhuang z
- Geometric Completion of Di erential Systems using Numeric-Symbolic Continuation
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 12 January Elimination Methods
- PHCpack: a generalpurpose solver for polynomial systems by homotopy continuation
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 11 April Hilbert Polynomials
- Introduction to Numerical Algebraic Geometry Andrew J. Sommese 1? , Jan Verschelde 2?? , and Charles W. Wampler 3
- Factoring Solution Sets of Polynomial Systems in Parallel Anton Leykin Jan Verschelde y
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 31 January Condition and Scaling
- Homotopy Methods for Solving Polynomial Systems tutorial at ISSAC'05, Beijing, China, 24 July 2005
- Enumerating Regular MixedCell Configurations \Lambda Tom Michiels y Jan Verschelde z
- MCS 563 L-12 Stickelberger's
- Polyhedral Methods in Numerical Algebraic Geometry Jan Verschelde
- MCS 320 Introduction to Symbolic Computation Spring 2011 TIME TABLE: 24851 MWF 11:00 11:50 from 01/10/2011 to 04/29/2011 in computer lab 1200 SE0.
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 18 February Kushnirenko's Theorem
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 23 February Bernshtein's second theorem
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 23 FEBRUARY 2004 1 Computing Dynamic Output Feedback Laws
- NUMERICAL DECOMPOSITION OF THE SOLUTION SETS OF POLYNOMIAL SYSTEMS INTO IRREDUCIBLE COMPONENTS
- SYMMETRIC FUNCTIONS APPLIED TO DECOMPOSING SOLUTION SETS OF POLYNOMIAL SYSTEMS
- Decomposing Solution Sets of Polynomial Systems
- MCS 320 Introduction to Symbolic Computation Spring 2011 Review of parts three and four of the course
- Numerical Factorization of Multivariate Complex Polynomials
- MCS 563 L-37 20 Apr 2011
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 24. Two dimensional plots
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 18. Symbolic and Automatic Differentiation
- Introduction to Symbolic Computation: a Maple/MATLAB Course
- MCS 563 L-20 The Pejorative
- MCS 320 Introduction to Symbolic Computation Spring 2010 Maple Lecture 3. Exact and Floating-Point Numbers
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 25. Three dimensional plots
- MCS 320 Introduction to Symbolic Computation Spring 2011 Review of MATLAB
- MCS 563 L-4 19 Jan 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 24 January Grobner bases
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 20. Series, Approximations, and Limits
- MCS 563 Analytic Symbolic Computation Spring 2011 COURSE OUTLINE subject to changes
- MCS 563 L-18 23 Feb 2011
- PHCpack in Macaulay2 ELIZABETH GROSS, SONJA PETROVIC, AND JAN VERSCHELDE
- MCS 563 Spring 2011 Analytic Symbolic Computation Friday 15 April Computing Primary Decompositions
- POLYNOMIAL HOMOTOPIES FOR DENSE, SPARSE AND DETERMINANTAL SYSTEMS
- Numerical Evidence for a Conjecture in Real Algebraic Geometry Jan Verschelde \Lambda
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 21. Sequence, Set, and List
- Polyhedral End Games for Polynomial Continuation \Lambda Birkett Huber y Jan Verschelde z
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 16. Maple Procedures and Recursion
- MCS 320 Introduction to Symbolic Computation Spring 2011 Review of the first two parts of the course
- Homotopies for Solving Polynomial Systems within a Bounded Domain
- MCS 563 L-8 28 Jan 2011
- MCS 563 L-9 31 Jan 2011
- Numerical Homotopy Algorithms for Satellite Trajectory Control
- How to count efficiently all affine roots of a polynomial system \Lambda
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 16 February the Newton-Puiseux method
- MCS 360 L-5 use case diagram
- Geometric Completion of Differential Systems using Numeric-Symbolic Continuation
- MCS 360 L-9 13 Sep 2010
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 11. Rational Expressions and Conversions
- MCS 563 L-5 21 Jan 2011
- MCS 320 Introduction to Symbolic Computation Spring 2011 The lecture notes are taken from the course MCS 320: "Introduction to Symbolic Computation", which
- Computing Feedback Laws for Linear Systems with a Parallel Pieri Homotopy Jan Verschelde
- PHClab: A MATLAB/Octave interface to PHCpack Yun Guan and Jan Verschelde
- For Publication in: ASME Journal of Mechanical Design
- MCS 320 Introduction to Symbolic Computation Spring 2011 Introduction to MATLAB
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 28. Linear Algebra
- MCS 563 Spring 2011 Analytic Symbolic Computation Wednesday 13 April Diagonal Homotopies
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 23 FEBRUARY 2004 1 Computing Dynamic Output Feedback Laws
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 17. Working with Functions
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 6. Evaluation and Names of Variables
- MCS 563 L-16 18 Feb 2011
- Decomposing Solution Sets of Polynomial Systems
- Interfacing with the Numerical Homotopy Algorithms in PHCpack ?
- Numerical Homotopies to compute generic Points on positive dimensional Algebraic Sets
- MTH 310 Syllabus Fall 2000 CLASS TIME: MWF 10:00 { 10:50 in Addams Hall 220 from 08/21/2000 to 12/01/2000.
- Enumerating Regular MixedCell Configurations \Lambda Tom Michiels y Jan Verschelde z
- HOMOTOPIES FOR INTERSECTING SOLUTION COMPONENTS OF POLYNOMIAL SYSTEMS
- SOLVING POLYNOMIAL SYSTEMS EQUATION BY EQUATION
- MCS 360 L-1 23 Aug 2010
- MCS 360 L-2 25 Aug 2010
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 13. Substitution, Expansion and Factorization
- Using Monodromy to Decompose Solution Sets of Polynomial Systems into Irreducible Components
- MCS 563 L-25 16 Mar 2011
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 14 February Kronecker Representation
- MCS 563 Spring 2011 Analytic Symbolic Computation Monday 4 April Sum of Squares
- PHCmaple: A Maple Interface to the Numerical Homotopy Algorithms in PHCpack
- MCS 320 Introduction to Symbolic Computation Spring 2011 Advanced Maple
- MCS 563 L-31 Radical ideals
- PHClab: A MATLAB/Octave Interface to PHCpack Jan Verschelde
- MCS 563 L-37 20 Apr 2011
- MCS 563 L-11 Choices and
- MCS 563 L-32 Primary Ideals
- MCS 320 Introduction to Symbolic Computation Spring 2011 Sage Lecture 2. More about Sage
- MCS 360 L-6 classifying errors
- MCS 360 L-4 30 Aug 2010
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 5. Assignment and Unassignment
- SymbolicNumeric Completion of Differential Systems by Homotopy Continuation
- Parallel Homotopy Algorithms to Solve Polynomial Systems ?
- MCS 320 Introduction to Symbolic Computation Spring 2011 MATLAB Lecture 2. Making Plots with MATLAB
- MCS 320 Introduction to Symbolic Computation Spring 2011 Maple Lecture 23. The assume facility and Simplification
- MCS 507 Mathematical, Statistical and Scientific Software Fall 2011 TIMETABLE: 33634 MWF 10:0010:50 in 216 Taft Hall from 08/22/2011 to 12/02/2011.
- MCS 507 L-2 24 Aug 2011
- MCS 507 L-1 22 Aug 2011
- Quality Up in Polynomial Homotopy Continuation by Multithreaded Path Tracking
- MCS 507 L-8 Booleans and
- MCS 507 Mathematical, Statistical, and Scientific Software Fall 2011 COURSE OUTLINE subject to changes
- Polyhedral Methods for Space Curves Exploiting Symmetry Danko Adrovic and Jan Verschelde
- MCS 507 L-9 12 Sep 2011
- MCS 507 L-5 31 Aug 2011
- MCS 507 L-6 lists and tuples
- MCS 507 L-3 26 Aug 2011
- Functions using Functions functions functions the
- Branching computing expressions computing
- MCS 507 L2 24 Aug 2011
- Input/Output and Complex Arithmetic interactive
- MCS 507 L5 31 Aug 2011
- stacks inserting removing membership
- Lambda Functions turning expressions
- Tuples lists tuples Dictionaries data
- MCS 507 L1 22 Aug 2011
- MCS 507 L-4 29 Aug 2011
- MCS 507 L-7 turning expressions
- MCS 507 L-11 16 Sep 2011
- MCS 507 L-40 23 Nov 2011
- MCS 507 L-22 12 Oct 2011
- MCS 507 L-12 19 Sep 2011
- MCS 507 L-28 26 Oct 2011
- MCS 507 L-10 14 Sep 2011
- MCS 507 L-21 10 Oct 2011
- MCS 507 L-31 basic version of the
- MCS 507 L-32 points in the plane
- MCS 507 L-34 Python Scripts
- MCS 507 L-37 16 Nov 2011
- MCS 507 L-15 26 Sep 2011
- MCS 507 L-16 28 Sep 2011
- MCS 507 L-27 24 Oct 2011
- MCS 507 L-29 28 Oct 2011
- MCS 507 Midterm Exam Mathematical, Statistical and Scientific Software Fri 7 Oct 2011 The questions on page 1 are for the in-class exam and must be solved within 50 minutes without any
- MCS 507 L-30 31 Oct 2011
- MCS 507 L-25 19 Oct 2011
- Particle Movements basic simulation vectorized implementation Cellular Automata pictures
- Extending Python stage initialization stage
- Callable Objects objects functions turning
- Periodic Steady distribution turning
- exec Function changing time constructing
- Object Oriented Design expressions making
- Clients alternatives browsers opening
- Symbolic Differentiation numerical approximations derivative symbolic differentiation
- matplotlib four Plotting Surfaces cubic
- Polynomials Several Variables representing
- Sage computing polynomial eigenvalues
- Animations with Mathematical,
- Command Line Interfaces getting
- thread simulating customers Threads sharing
- Apache processing HTML Web Interfaces
- Numerical Evaluation Expressions a
- largest eigenvalue Vectorizations using numpy.vectorize using
- MySQLdb MySQL: MySQL files
- Oscillating Pendulum applying of scipy.integrate Celestial Mechanics simulating
- specification stop identification
- Superclasses defining differentiation
- Lines points Point representing
- Computer Networks client/server architecture, protocols, sockets Network Programming a
- home? Review Questions rational approximations polynomials
- MCS 507 L-14 23 Sep 2011
- MCS 507 L-38 18 Nov 2011
- MCS 507 L-19 October, at
- MCS 507 L-35 11 Nov 2011
- MCS 507 L-23 14 Oct 2011
- MCS 507 L-17 30 Sep 2011
- MCS 507 L-18 Polynomials in
- MCS 507 L-33 Interfaces as
- MCS 507 L-36 14 Nov 2011
- MCS 507 L-13 21 Sep 2011
- MCS 507 L-39 21 Nov 2011
- MCS 507 L-26 21 Oct 2011
- Parallel Iterative Methods for Linear Systems 1 Jacobi iterations
- Parallel FFT & Isoefficiency 1 The Fast Fourier Transform in Parallel
- Data Partitioning 1 Data Partitioning
- Scalability and Classifications 1 Types of Parallel Computers
- MCS 572 Mathematical, Statistical and Scientific Software Spring 2012 TIMETABLE: 33025 MWF 12:0012:50 in 219 Taft Hall from 01/09/2012 to 04/27/2012.
- Pipelined Sorting 1 Pipelines with Intel Threading Building Blocks (TBB)
- Introduction to Pthreads 1 the POSIX threads programming interface
- The N-Body Problem 1 The N-Body Problem
- Load Balancing 1 the Mandelbrot set
- Welcome to MCS 572 1 About the Course
- Review of the first 24 Lectures 1 Midterm exam on Friday 9 March, at noon
- Solving Triangular Systems 1 Forward Substitution Formulas
- Introduction to OpenMP 1 the OpenMP Application Program Interface
- Basics of MPI 1 Message Passing Interface
- Introduction to the Intel Threading Building Blocks 1 the Intel Threading Building Blocks (TBB)
- MCS 572 Introduction to Supercomputing Spring 2012 COURSE OUTLINE subject to changes
- MCS 572 Midterm Exam Introduction to Supercomputing Friday 9 March 2011 The questions on page 1 are for the in-class exam and must be solved within 50 minutes without any
- Evaluating polynomials in several variables and their derivatives on a GPU computing processor
- Disk Based Parallelism 1 Disk Based Parallelism
- Parallel Numerical Linear Algebra 1 QR Factorization
- 1 Scatter and Gather parallel summation algorithm
- Parallel Sorting Algorithms 1 Sorting in C and C++
- Computing Puiseux Series for Algebraic Surfaces Danko Adrovic and Jan Verschelde
- Domain Decomposition Methods 1 Gauss-Seidel Relaxation
- Barriers for Synchronizations 1 Synchronizing Computations
- Pipelined Computations 1 Functional Decomposition
- Parallel Numerical Integration 1 Numerical Integration
- High Level Parallel Processing 1 GPU computing with Maple
- Pleasingly Parallel Computations 1 Ideal Parallel Computations
- Parallel Gaussian Elimination 1 LU and Cholesky Factorization
