Titlebook: Essays in Mathematics and its Applications; In Honor of Vladimir Themistocles M. Rassias,Panos M. Pardalos Book 2016 Springer International

Interregnum

Coding Microbiological Data for Computersegree of localization, the lifetime of the quasimode can be made arbitrarily longer with respect to the classical period in the asymptotic limit of large quantum numbers. It turns out that the coherent state method is a particular case of this general scheme.

大洪水

Quasimodes in Integrable Systems and Semi-Classical Limit,egree of localization, the lifetime of the quasimode can be made arbitrarily longer with respect to the classical period in the asymptotic limit of large quantum numbers. It turns out that the coherent state method is a particular case of this general scheme.

一再困擾

A New Way to Compute the Rodrigues Coefficients of Functions of the Lie Groups of Matrices,ients of a matrix function for the general linear group . by reducing the Rodrigues problem to the system?(7). Then, Theorem?2 gives the explicit formulas in terms of the fundamental symmetric polynomials of the eigenvalues of the matrix. Our formulas permit to consider also the degenerated cases (i

Optic-Disk

Quasimodes in Integrable Systems and Semi-Classical Limit,y semi-classical features. In some integrable systems, they have been constructed mainly by the coherent state method, and their connection with the classical motion has been extensively studied, in particular as a tool to perform the semi-classical limit of a quantum system. In this work, we presen

Increment

nonchalance

鍵琴

The Kolmogorov-Arnold-Moser (KAM) and Nekhoroshev Theorems with Arbitrary Time Dependence,tonian systems. Over the years there have been many extensions and generalizations of these fundamental results, but it is only very recently that extensions of these theorems near-integrable Hamiltonian systems having explicit, and aperiodic, time dependence have been developed. We will discuss the

Obstruction

Iterative Methods for the Elastography Inverse Problem of Locating Tumors,ntifying cancerous tumors. From a mathematical standpoint, this inverse problem requires the identification of a variable parameter in a system of partial differential equations. We pose the nonlinear inverse problem as an optimization problem by using an output least-squares (OLS) and a modified ou

NUDGE

強制性

,Simultaneous Diophantine Approximation: Searching for Analogues of Hurwitz’s Theorem, that . and that this is no longer true if . is replaced by some larger constant. Attempting to generalize this to dimensions .?≥?2, one is concerned with the problem to determine, resp., to estimate the supremum . of all reals . so that, for every real but not all rational .-tuple ., there exist in