The quasilinear degenerate evolution equation of parabolic type d(Mv) dt + L(Mv)v = F (Mv), 0 < t ≤ T considered in a Banach space X is written, putting Mv = u, in the form du dt + A(u)u 3 F (u), 0 < t ≤ T , where A(u) = L(u)M−1 are multivalued linear operators in X for u ∈ K, K being a bounded ball ‖u‖Z < R in another Banach space Z continuously embedded in X. Existence and uniqueness of the l...

Modern signal processing and multimedia embedded systems increasingly have heterogeneous system architectures. In these systems, programmable processors provide flexibility to support multiple applications, while dedicated hardware blocks provide high performance for time-critical application tasks. The heterogeneity of these embedded systems and the varying demands of their growing number of t...

in this paper, we introduce a method by which we can find a close connection between the set of prime $z$-ideals of $c(x)$ and the same of $c(y)$, for some special subset $y$ of $x$. for instance, if $y=coz(f)$ for some $fin c(x)$, then there exists a one-to-one correspondence between the set of prime $z$-ideals of $c(y)$ and the set of prime $z$-ideals of $c(x)$ not containing $f$. moreover, c...

where FCb (Lx(M)) denotes the set of the smooth cylindrical functions and ∇(i) denotes the covariant derivative with respect to the i−th variable. Also τ(γ)t : TxM → Tγ(t)M is the stochastic parallel translation along γ. Among Riemannian connections, we restrict ourselves to the torsion skew symmetric (=TSS in short) connection, Namely the torsion T must satisfy that g(T (X, Y ), Y ) = 0. for a...

Let $ {\mathbb {C}}^{n+1}_o$ denote the germ of {C}}^{n+1}$ at origin. $V$ be a hypersurface in and $W$ deformation over {C}}_{o}^{m}$ . Under hypothesis that is Newton non-degenerate deformation, this article we prove $\mu$ -constant if only admits simultaneous embedded resolution. This result gives lot information about , for example, topological triviality family fact natural morphism $(\ope...

Elastic modulus of bone was investigated by nanoindentation using common methods of sample preparation, data collection, and analysis, and compared to dynamic mechanical analysis (DMA: three-point bending) for the same samples. Nanoindentation (Berkovich, 5 m and 21 m radii spherical indenters) and DMA were performed on eight wet and dehydrated (100% ethanol), machined equine cortical bone beam...

Let (1→Nm→Gm→Qm→1)m∈N be a sequence of extensions finite groups such that their coarse disjoint unions have bounded geometry. In this paper, we show if the (Nm)m∈N and (Qm)m∈N are coarsely embeddable into Hilbert space, then Baum–Connes conjecture holds for union (Gm)m∈N. As an application, relative expanders constructed by G. Arzhantseva R. Tessera, special box spaces free discovered T. Delabi...

The slip effect on hydromagnetic rotating flow of viscous fluid through a porous space is investigated. The fluid is electrically conducting with the consideration of Hall current. The entire system rotates about the axis normal to a porous plate of uniform suction or injection with uniform angular velocity. The closed form solution is obtained using Laplace transform technique. The analytical ...

We study the localization of fermions on a brane embedded in a space-time with AdSn×M geometry. Quantum numbers of localized fermions are associated with their rotation momenta around the brane. Fermions with different quantum numbers have different higher-dimensional profiles. Fermion masses and mixings, which are proportional to the overlap of higher-dimensional profiles of the fermions, depe...

Let $R$ be an associative ring and let $M$ be a left $R$-module.Let $Spec_{R}(M)$ be the collection of all prime submodules of $M$ (equipped with classical Zariski topology). There is a conjecture which says that every irreducible closed subset of $Spec_{R}(M)$ has a generic point. In this article we give an affirmative answer to this conjecture and show that if $M$ has a Noetherian spectrum, t...