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EE 441. Some example projects. Singular Value Decomposition for Image Compression. A = U Λ V T = . σ 1. σ 2. σ 3. Use svd command in MATLAB…. Singular Value Decomposition for Image Compression. Original (N=350). Compressed (N=100).
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EE 441 Some example projects
Singular Value Decompositionfor Image Compression A = U Λ VT = σ1 σ2 σ3 Use svd command in MATLAB…
Singular Value Decompositionfor Image Compression Original (N=350) Compressed (N=100)
Singular Value Decompositionfor Image Compression Original (N=350) Compressed (N=75)
Singular Value Decompositionfor Image Compression Original (N=350) Compressed (N=50)
Singular Value Decompositionfor Image Compression Original (N=350) Compressed (N=25)
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?
Graph Theory Gameshttps://www.math.lsu.edu/~verrill/teaching/linearalgebra/linalg/linalg7.html#game Ax = b mod 2 Field x Clicking on a node flips the color of that node and its neighbors. Can we color all nodes by a sequence of clicks?