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Let A⊆Rn, f:A→Rm, and →a∈int(A). Then →a is a saddle point of f if →a is a critical point and for any δ>0, there exists →x,→y∈Bδ(→a) such that $f(\vec{x})
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So includes graph of x3 at 0 I believe?Used In
Coming soonHypothesis
Coming soonResults
Coming soon
Let A⊆Rn, f:A→Rm, and →a∈int(A). Then →a is a saddle point of f if →a is a critical point and for any δ>0, there exists →x,→y∈Bδ(→a) such that $f(\vec{x})
Concepts
So includes graph of x3 at 0 I believe?Used In
Coming soonHypothesis
Coming soonResults
Coming soon
FullPage
definition
concepts
used in
hypothesis
results