Name and conditions for the property that $argmax_x f(x,y)$ doesn't depend on $y$ and vice versa
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Are there necessary and sufficient conditions (or canonical sufficient conditions) for the property that $argmax_x f(x,y)$ doesn't depend on $y$, and $argmax_y f(x,y)$ doesn't depend on $x$?
And is there a name for this property?
functions terminology
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up vote
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down vote
favorite
Are there necessary and sufficient conditions (or canonical sufficient conditions) for the property that $argmax_x f(x,y)$ doesn't depend on $y$, and $argmax_y f(x,y)$ doesn't depend on $x$?
And is there a name for this property?
functions terminology
add a comment |Â
up vote
0
down vote
favorite
up vote
0
down vote
favorite
Are there necessary and sufficient conditions (or canonical sufficient conditions) for the property that $argmax_x f(x,y)$ doesn't depend on $y$, and $argmax_y f(x,y)$ doesn't depend on $x$?
And is there a name for this property?
functions terminology
Are there necessary and sufficient conditions (or canonical sufficient conditions) for the property that $argmax_x f(x,y)$ doesn't depend on $y$, and $argmax_y f(x,y)$ doesn't depend on $x$?
And is there a name for this property?
functions terminology
asked Aug 20 at 12:30
Programmer2134
3,29921046
3,29921046
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