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Different expressions of such a function are proposed.
An example of such a function is the following.
An example of such a function is f(n) = 0.1*n.
Some conditions are given for the equivalence of the measures in the range of such a function.
One set of results gives microlocal regularity of such a function away from the conormal bundle of a foliation.
Further, we give an example of such a function that arises quite naturally in nonlinear analysis and optimization.
Similar(8)
Given a multivariate function, a factor graph expresses the mathematical structure of the factorization of such a multivariate function into several local functions.
The dressing function(s) of such a Green function depend only on the remaining momentum squared, i.e., one variable instead of four.
The ability of such a mathematical function is usually quantified by exploring its capability to represent experimental data.
We prove that the maximum of such a convex function is achieved at an extreme point of its domain.
Two different linear matrix inequality-based conditions allow to check the existence of such a Lyapunov function.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com