Lu, "Butterfly velocity bound and reverse isoperimetric
inequality," Physical Review D: Particles, Fields, Gravitation and Cosmology, vol.
Torres, "Fractional isoperimetric
Noether's theorem in the Riemann-Liouville sense," Reports On Mathematical Physics, vol.
The above notion of Schur convexity was first introduced by Schur in 1923 and has many important applications in analytic inequalities [16-20], isoperimetric
problem for polytopes , linear regression , combinatorial optimization , graphs and matrices , gamma and digamma functions , information-theoretic topics , stochastic orderings , and other related fields.
Therefore, the adapted optimal control is used to show the effect of controls under isoperimetric
The research paper introduces homology and cohomology with real coefficients which reflect the metric properties of the underlying compact metric spaces, focusing on a category of pairs of compact metric spaces and Lipschitz maps where the pairs satisfy a linearly isoperimetric
condition related to the solvability of the Plateau problem with partially free boundary.
In the strict sense of the word, isoperimetric
problems are problems in which one has to find a geometric figure of maximum area for a given perimeter.
In the argument we effectively employ equivalence between the CKN-type inequalities with p = 1 and the isoperimetric
inequalities with weights.
Li's method is motivated by the isoperimetric
graph partitioning , in which the intraclass similarities of object and background are measured by the sum of degrees of their corresponding vertices, while the interclass similarity is measured by a cut of the graph.
Aberth, An isoperimetric
inequality for polyhedra and its application to an extremal problem, Proc.
We remark that Z[1/p] cannot be replaced with Z[[tau]] for some non-algebraic number [tau], since GL(2, Z[[tau]]) contains a copy of Z [??] Z which does not to admit a controlled Folner sequence by an isoperimetric
inequality due to Erschler .
It is only recently that explicit bounds for these constants have been investigated, starting with a paper by Pechstein  which relies on the so-called Jones parameter and a constant in an isoperimetric