What does invex mean?
Invex means (mathematics) Of a differentiable function f:ℝⁿ→ℝ, being such that there exists a vector valued function g such that f(x)-f(u)≥g(x,u)·∇f(u),, for all x and u..
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Pronunciation varies by accent · adjective
(mathematics) Of a differentiable function f:ℝⁿ→ℝ, being such that there exists a vector valued function g such that f(x)-f(u)≥g(x,u)·∇f(u),, for all x and u..
Use invex when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Invex means (mathematics) Of a differentiable function f:ℝⁿ→ℝ, being such that there exists a vector valued function g such that f(x)-f(u)≥g(x,u)·∇f(u),, for all x and u..
The closest synonym depends on the sentence and intended sense.
The opposite depends on the specific sense.
Use invex where its definition matches the intended context.
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