Time is one of the undisputed foundations our life in real world. Here it argued that inside small isolated quantum systems, time does not pass as we are used to, and primarily this sense objects enjoy only limited reality. Quantum which know, embedded everyday classical Their preparation well their measurement-phases leave durable records traces entropy environment. The Landauer Principle then...

In this paper we address some of the most fundamental questions regarding the diierentiability structure of locally Lipschitz functions deened on Banach spaces. For example, we examine the relationship between inte-grability, D-representability and strict diierentiability. In addition to this, we show that on a large class of Banach spaces there is a signiicant family of locally Lipschitz funct...

An example is given of a unilateral weighted shift on complex Hubert space which is strictly cyclic but not strongly strictly cyclic. Similar examples of weighted shifts on the sequence spaces lp, for 1 < p < oo, are indicated.

We have developed an efficient algorithm for determining if a Finite State Automaton describes a Strictly Local (SL) stringset, the simplest class of the Sub-Regular Hierarchy, and to determine if that stringset is a subclass of SL that is learnable by an Inductive Inference Machine. We have used this to categorize the phonotactic patterns in a catalog including essentially all of the currently...

Strictly Chordality-k graphs (SC k graphs) are graphs which are either cycle free or every induced cycle is exactly k, for some fixed k, k ≥ 3. Note that k = 3 and k = 4 are precisely the Chordal graphs and Chordal Bipartite graphs, respectively. In this paper, we initiate a structural and an algo-rithmic study of SC k , k ≥ 5 graphs.

n this paper , we propose a generalized iterative method forfinding a common element of the set of fixed points of a singlenonexpannsive mapping and the set of solutions of two variationalinequalities with inverse strongly monotone mappings and strictlypseudo-contractive of browder-petryshyn type mapping. our resultsimprove and extend the results announced by many others.

In this paper, an effective technique is proposed to determine thenumerical solution of nonlinear Volterra-Fredholm integralequations (VFIEs) which is based on interpolation by the hybrid ofradial basis functions (RBFs) including both inverse multiquadrics(IMQs), hyperbolic secant (Sechs) and strictly positive definitefunctions. Zeros of the shifted Legendre polynomial are used asthe collocatio...

Let H be any complex inner product space with inner product < ·, · >. We say that f : | C → | C is Hermitian positive definite on H if the matrix ( f(< z,z >) )n r,s=1 (∗) is Hermitian positive definite for all choice of z, . . . ,z in H, all n. It is strictly Hermitian positive definite if the matrix (∗) is also non-singular for any choice of distinct z, . . . ,z in H. In this article we prove...