The cell cycle is divided into the active phase (G1/S/G2/M) and G0-phase (G0) in which division stops with respect to division. Low gene expression level common G0 due stops, whereas G0-unique characteristics are known liver nerves. Therefore, we investigated G0-specific Normal human dermal fibroblasts (HFs) has been reported many of them G1/G0 when contacting collagen scaffold. In this study, ...

seismic ground motion is profoundly affected by geometrical and mechanical properties of soil deposits overlaying bedrock. local seismic ground response of saturated soil deposits was studied in literature by applying the effects of soil stress state and index properties on the strain-dependent normalized shear modulus reduction, g/g0, and damping ratio, d, curves in an equivalent linear analys...

The shear modulus is an essential parameter that reflects the mechanical properties of soil. However, little known about coral sand, especially under complex consolidation conditions. In this paper, we present results a multi-stage strain-controlled undrained cyclic test on saturated sand. influences several state parameters: effective mean principal stress (p0′), ratio (kc), direction angle (α...

Let G be a finite almost simple group with socle G0. A (nontrivial) factorization of is an expression the form G=HK, where factors H and K are core-free subgroups. There extensive literature on factorizations groups, important applications in permutation theory algebraic graph theory. In recent paper, Xia second-named author describe groups solvable factor H. Several infinite families arise con...

Let G0 and G1 be two graphs with the same vertices. The new graph G(G0, G1;M) is a graph with the vertex set V (G0)∪V (G1) and the edge set E(G0)∪E(G1)∪M , where M is an arbitrary perfect matching between the vertices of G0 and G1, i.e., a set of cross edges with one endvertex in G0 and the other endvertex in G1. In this paper, we will show that if G0 and G1 are f -fault q-panconnected, then fo...

If G is an abelian torsion group with generating subset G0, then by a classical result in the theory of non-unique factorizations, the block monoid B(G0) is a half-factorial monoid if each of its atoms has cross number 1. In this case, G0 is called a half-factorial set. In this note, we introduce the notion of a k-quasihalf-factorial set and show for many abelian torsion groups that G0 k-quasi-...

We prove a generalization of Harish-Chandra’s character orthogonality relations for discrete series to arbitrary Harish-Chandra modules for real reductive Lie groups. This result is an analogue of a conjecture by Kazhdan for p-adic reductive groups proved by Bezrukavnikov, and Schneider and Stuhler. Introduction Let G0 be a connected compact Lie group. Denote by M(G0) the category of finite-dim...