Soft ω-local indiscreetness as a weaker form of both soft local countability and is introduced. Then ω-regularity regularity defined investigated. Additionally, ω-T2 new topological property that lies strictly between T2 T1 It proved anti-local sufficient condition for equivalence ω-locally (resp. ω-regularity) locally ω-regularity). it the induced spaces indiscrete ω-regular, ω-T2) space are s...

A computer-implemented neurofunctional model of speech production is introduced, which is capable of articulating vowels, VC-, and CV-syllables (C = voiced plosives; V = vowels). It will be shown in this paper that this production model is capable of simulating basic effects of auditory and audio-visual speech perception like (i) categorical perception of consonants and vowels and (ii) the McGu...

This work uses instantaneous pitch and strength of excitation along with duration of syllable-like units as the parameters for emotion conversion. Instantaneous pitch and duration of the syllable-like units of the neutral speech are modified by the prosody modification of its linear prediction (LP) residual using the instants of significant excitation. The strength of excitation is modified by ...

in this paper we give conditions for a tuple of commutative bounded linear operators which holds in the property of the hypercyclicity criterion. we characterize topological transitivity and semi-hereiditarily of a dynamical system given  by an n-tuple of operators acting on a separable infinite dimensional banach space .

‎for a given measure space $(x,{mathscr b},mu)$ we construct all measure spaces $(y,{mathscr c},lambda)$ in which $(x,{mathscr b},mu)$ is embeddable‎. ‎the construction is modeled on the ultrafilter construction of the stone--v{c}ech compactification of a completely regular topological space‎. ‎under certain conditions the construction simplifies‎. ‎examples are given when this simplification o...