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Gaussian Elimination
18.336 Problem Set 4 Problem 1: Galerkin warmup
18.336 Problem Set 4 Problem 1: Galerkin warmup
18.336 Numerical Methods of Applied Mathematics -- II
18.336 Numerical Methods of Applied Mathematics -- II
18.336 Numerical Methods for Partial Differential Equations Fundamental Concepts
18.336 Numerical Methods for Partial Differential Equations Fundamental Concepts
18.335 Problem Set 5 Solutions Problem 1: (5+5 points)
18.335 Problem Set 5 Solutions Problem 1: (5+5 points)
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 1:
18.335 Problem Set 5 Problem 0: Problem 1:
18.335 Problem Set 5 Problem 0: Problem 1:
18.335 Problem Set 4 Solutions Problem 1: Hessenberg ahead! (10+10+10 points)
18.335 Problem Set 4 Solutions Problem 1: Hessenberg ahead! (10+10+10 points)
18.335 Problem Set 4 Solutions
18.335 Problem Set 4 Solutions
18.335 Problem Set 4 Problem 1: Schur fine
18.335 Problem Set 4 Problem 1: Schur fine
18.335 Problem Set 4
18.335 Problem Set 4
18.335 Problem Set 3 Solutions
18.335 Problem Set 3 Solutions
18.335 Problem Set 3 Solutions
18.335 Problem Set 3 Solutions
18.335 Problem Set 3 Problem 3: Schur fine mations
18.335 Problem Set 3 Problem 3: Schur fine mations
18.335 Problem Set 3 Problem 1: QR and orthogonal bases
18.335 Problem Set 3 Problem 1: QR and orthogonal bases
18.335 Problem Set 3 Problem 1: QR and orthogonal bases
18.335 Problem Set 3 Problem 1: QR and orthogonal bases
18.335 Problem Set 3
18.335 Problem Set 3
18.335 Problem Set 1 Problem 1: LU revisited Problem 2: LU-ish updates
18.335 Problem Set 1 Problem 1: LU revisited Problem 2: LU-ish updates
18.335 Midterm, Fall 2013 Problem 1: GMRES (20 points)
18.335 Midterm, Fall 2013 Problem 1: GMRES (20 points)
18.335 Midterm, Fall 2012 Problem 1: (25 points)
18.335 Midterm, Fall 2012 Problem 1: (25 points)
18.335 Midterm Solutions, Fall 2013 Problem 1: GMRES (20 points)
18.335 Midterm Solutions, Fall 2013 Problem 1: GMRES (20 points)
18.335 Midterm Solutions Problem 1: Schur, backsubstitution, complexity (20 points) A m
18.335 Midterm Solutions Problem 1: Schur, backsubstitution, complexity (20 points) A m
18.330 Lecture Notes: Nonlinear Root Finding and a Glimpse at Optimization Contents
18.330 Lecture Notes: Nonlinear Root Finding and a Glimpse at Optimization Contents