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找到约 10,000 项符合 G 的代码

g1.nfg

NFG 1 D "van der Laan et al. Three person, 2x2x2 example with no pure, 1 totally mixed equilibria" { "Player 1" "Player 2" "Player 3" } { { "1" "2" } { "1" "2" } { "1" "2" } } -1.000000 -4.000000 -4

g2.nfg

NFG 1 D "van der Laan et al. Three person 3x3x3 example with no pure, and one mixed equilibrium" { "Player 1" "Player 2" "Player 3" } { { "1" "2" "3" } { "1" "2" "3" } { "1" "2" "3" } } -2.000000 -5

g3.nfg

NFG 1 D "van der Laan et al. Four person, 2x2x2x2 example with no pure, and five mixed equilibria" { "Player 1" "Player 2" "Player 3" "Player 4" } { { "1" "2" } { "1" "2" } { "1" "2" } { "1" "2" } }

g3.efg

EFG 2 R "van der Laan et al. Four person, 2 x 2 x 2 x 2 example with no Pure Nash." { "Player 1" "Player 2" "Player 3" "Player 4" } p "ROOT" 1 1 "(1,1)" { "1" "2" } 0 p "" 2 1 "(2,1)" { "1" "2" } 0 p

g2.efg

EFG 2 R "van der Laan et al. Three person 3 x 3 x 3 example with no pure Nash" { "Player 1" "Player 2" "Player 3" } p "ROOT" 1 1 "(1,1)" { "1" "2" "3" } 0 p "" 2 1 "(2,1)" { "1" "2" "3" } 0 p "" 3 1

g1.efg

EFG 2 R "van der Laan et al. Three person, 2 x 2 x 2 example with no pure Nash " { "Player 1" "Player 2" "Player 3" } p "ROOT" 1 1 "(1,1)" { "1" "2" } 0 p "" 2 1 "(2,1)" { "1" "2" } 0 p "" 3 1 "(3,1)

g_yi.m

function f=G_yi(y,x1,x2,f_p) %G_yi 实现"内重"积分的函数文件,专供double_int.m调用。 %y "外重"积分的积分变量 %x1,x2 内积分区间的下、上限。 % 它们由double_int.m中quad8指令以参数方式传递过来。 %f_p 被积原函数,它由double_int.m中quad8指令以参数方式传递过来。 y

g729.plg

Build Log --------------------Configuration: G729 - Win32 Debug-------------------- Command Lines Results G729.exe - 0 error(s)