Probability density functions for fluctuations in turbulent two-phase flames

A mean value criterion for plurisubharmonic functions Karim Rakhimov and Shomurod

In Section 3 the Weyl and Anti-Wick calculus are introduced in a projective way after recalling accurately (most of all the scaling) of finite dimensional semiclassical calculus.

The study of mean periodic functions on H 71 is closely related to the study of twisted mean periodic functions on the phase space C 71. If / is a continuous function on C 71 and

Karakhanyan to the context of Orlicz spaces and to present new density estimates for the negative phase at contact free boundary points even in the case where Lipschitz regularity

In this paper, we shall establish a rather general asymptotic formula in short intervals for a classe of arithmetic functions and announce two applications about the distribution

In particular we derive a fixed point equation for the Kuramoto system under mean-field feedback and we show how, generically, the “standard” (with zero feedback gain) Kuramoto

The discrepancy between calculated and experimentally obtained values emphasizes the necessity of performing EXELFS analysis on specimens with a known structure in order to

Classical phase field model to approximate these evolving interfaces consists in solving the Allen- Cahn equation with Dirichlet boundary conditions.. In this work, we introduce a