Power Transfer Characteristic of Ring-Cone 3K Type CVT

Hochschild Cohomology of Algebras of Dihedral Type, I: the Family D(3k) in Characteristic 2

In terms of generators and defining relations, the Hochschild cohomology algebras are described for all algebras of dihedral type in the family D(3K) over an algebraically closed field of characteristic 2. The results are applied to three other families of algebras of dihedral type, namely, D(3A)1, D(3B)1, and D(3D)1. As a corollary, a description is obtained for the Hochschild cohomology algeb...

Miniaturized Wideband Ring-Type Bandpass Filters with Upper Stopband Characteristic

A new class of wideband ring-type microstrip bandpass filter is proposed under smaller size of three quarters waveguide length section. One via hole is placed at perpendicular positions of a squared ring, whereas two short-circuited sections are formed in the ring-type microstrip bandpass filter similar to a dual-mode ring filter in shape, thereby making up a three quarters waveguide length rin...

HYPERTRANSCENDENTAL FORMAL POWER SERIES OVER FIELDS OF POSITIVE CHARACTERISTIC

Let $K$ be a field of characteristic$p>0$, $K[[x]]$, the ring of formal power series over $ K$,$K((x))$, the quotient field of $ K[[x]]$, and $ K(x)$ the fieldof rational functions over $K$. We shall give somecharacterizations of an algebraic function $fin K((x))$ over $K$.Let $L$ be a field of characteristic zero. The power series $finL[[x]]$ is called differentially algebraic, if it satisfies...

Canon-log Transfer Characteristic

Session: 3K

internal structure and consequently to differentiate pathological regions. The method is based on time-frequency processing of the radiofrequency (RF) echographic signal. It permits to extract spectral parameters related to the actual organization and mechanical properties of investigated tissue and, clinically, to differentiate tissue types according to histological examination.Tissue spatial ...