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Computer Science 320

Computer Science 320

Computer Science 320. Barrier Actions. 1-D Continuous Cellular Automata. 1-D array of cells, each having a value between 0.0 and 1.0 Each cell has a neighborhood consisting of itself and the cells to its left and right The array wraps arround to accommodate neighbors of first and last cells.

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297 views • 22 slides
Combinatorial Functions

Combinatorial Functions

Combinatorial Functions. Recursion for problem solving. Enumerating Initial segments ( prefixes ). inits [ 1 ,2,3] = [ [] ,[ 1 ],[ 1 ,2],[ 1 ,2,3]] inits [2,3] = [ [], [2], [2,3] ] fun inits [] = [[]] | inits (x::xs) = []:: (map (fn ys => x::ys)

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247 views • 13 slides
EXAMPLES (Arrays)

EXAMPLES (Arrays)

EXAMPLES (Arrays). Example.

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194 views • 8 slides
7.4C Gauss-Jordan Elimination

7.4C Gauss-Jordan Elimination

7.4C Gauss-Jordan Elimination. Guass -Jordan Elimination : Creates a matrix in REDUCED ROW ECHELON FORM . (Use row operations) Row Echelon form Rows with all zeros are at bottom First non-zero entry in each row is a 1

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1.21k views • 6 slides
Problem Set 1 15 . If r is the rank and d is the determinant of the matrix what is r - d ?

Problem Set 1 15 . If r is the rank and d is the determinant of the matrix what is r - d ?

Problem Set 1 15 . If r is the rank and d is the determinant of the matrix what is r - d ?. Megan Grywalski. Finding the Rank.

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279 views • 5 slides
Starting with a 4x5" piece of cardboard, cut shallow notches 1/4" apart on the top edge.

Starting with a 4x5" piece of cardboard, cut shallow notches 1/4" apart on the top edge.

Starting with a 4x5" piece of cardboard, cut shallow notches 1/4" apart on the top edge. Cut a small notch on the far right side of the bottom of the cardboard. This will create an *uneven* number of warp threads.

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159 views • 5 slides

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