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单词 conjugate convex functions
释义 conjugate convex functions
[`kän·jǝ·gǝt `kän´veks `fǝŋk·shǝnz]
MATHEMATICS
Two functions f (x ) and g(y ) are conjugate convex functions if the derivative of f (x ) is 0 for x = 0 and constantly increasing for x 0, and the derivative of g(y ) is the inverse of the derivative of f (x ).
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