Interview with Prokholov 測度論的確率論 2015 Kengo Kato

Arnold This paper deals with recent applications of fractional calculus to dynamical sys- tems in control theory, electrical circuits with fractance, generalized voltage di-

Discrete holomorphicity and parafermionic observables, which have been used in the past few years to study planar models of statistical physics (in particular their

In recent work [23], authors proved local-in-time existence and uniqueness of strong solutions in H s for real s > n/2 + 1 for the ideal Boussinesq equations in R n , n = 2, 3

The main purpose of the present paper is a development of the fibering method of Pohozaev [17] for the investigation of the inhomogeneous Neumann boundary value problems

Although the Sine β and Airy β characterizations in law (in terms of a family of coupled diffusions) look very similar, the analysis of the limiting marginal statistics of the number

A permutation is bicrucial with respect to squares if it is square-free but any extension of it to the right or to the left by any element gives a permutation that is not

In Section 2, the nonlinear iterative methods are formulated for elastoplastic soil consolidation problems, and the coupled 2 × 2 nonsymmetric indefinite Biot’s finite element

In Section 6 various semigroups associated with above mentioned unitary processes are studied and using them a Hilbert space, called noise space and structure maps are constructed