Dynamic inequalities and integral equations on time scales represent a fascinating area of mathematical research that bridges the gap between continuous and discrete analysis. Time scales provide ...

People around the world face violence and inequality—and sometimes torture ... Sexual orientation and gender identity are integral aspects of our selves and should never lead to discrimination ...

Applications of the residue theorem, Montel's theorem, Cauchy-estimates, solutions to d-bar ... The course gives an introduction to classical results in function theory of the complex plane, and an ...

Applications of the residue theorem, Montel's theorem, Cauchy-estimates, solutions to d-bar ... The course gives an introduction to classical results in function theory of the complex plane, and an ...

Article subjects are automatically applied from the ACS Subject Taxonomy and describe the scientific concepts and themes of the article. These continuum models are based on systems of partial ...

We deal with the problem of bridging the gap between two scales in neuronal modeling. At the first (microscopic) scale, neurons are considered individually and their behavior described by stochastic ...

Elementary logic and set theory, number systems (including integers, rationals, reals and complex numbers), bounds ... operators and vector operator identities. Line integrals, double integrals, Green ...

Urs Schreiber: Quantum n-Transport (September 14, 2006) An attempt to understand the path integral for an n-dimensional field theory as a coproduct operation over transport n-functors. John Baez: ...