代码搜索:intersection

找到约 1,060 项符合「intersection」的源代码

代码结果 1,060
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m set_cover_naive.m

function covers = set_cover_naive(A, c) % SET_COVER_NAIVE Find a set of minimal sets x such that each x has nonemtpy intersection with every row of A % covers = set_cover_naive(A, c) % % A(i,j) = 1 if
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c conmat.c

/* CONMAT.C - Ellipse tranformation and intersection functions */ /* Written by Kenneth J. Hill, June, 24, 1994 */ #include #include #include #include #ifnd
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cpp fig21_35.cpp

// Fig. 21.35: fig21_35.cpp // Standard library algorithms includes, set_difference, // set_intersection, set_symmetric_difference and set_union. #include using std::cout; using std
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S
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igs pipes.igs

Solid model of the intersection of two pipes. S 1 Copyright by XYZ Scientific Applications, Inc. 1997 S 2 1H,,1H;,5HPipes,9Hpipes.igs,38HTrueGri
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m rectintc.m

function [overlap, normoverlap] = rectintC(A,B) % % A(i,:) = [x y w h] % B(j,:) = [x y w h] % overlap(i,j) = area of intersection % normoverlap(i,j) = overlap(i,j) / min(area(i), area(j)) % % S