We describe a hybrid formal hardware veriication tool that links the HOL interactive proof system and the MDG automated hardware veriication tool. It supports a hierarchical veriication approach that mirrors the hierarchical structure of designs. We obtain advantages of both veriication paradigms. We illustrate its use by considering a component of a communications chip. Veriication with the hy...

the fundamental belief in sikhism is that god exists not merely as an idea or concept, but as a real entity. god is indescribable, yet knowable and perceivable to anyone who is prepared to dedicate the time and energy to become perceptive to his persona. the gurus never spoke about proofs of the existence of god. for them, he is too real, and something obvious does not require any logical proof...

network marketing phenomenon in which mendacious mediators are eliminated, basically is a useful matter. but the companies so-called pyramidal schemes misuse this title. in this companies there isn’t any production, consumable goods and useful work and they just constitute the pyramids in which the money belongs to persons in lower level go into the pocket of company and few people who are in t...

the effect of silence in civil litigation is important in two cases: the silence of litigants (plaintiff and defendant) and silence in evidence of proof of claim. although the general rule is that silence cannot express the will and, therefore, is not entitled to the legal effects and any responsibility, but the silence of plaintiff and defendant has been deemed refusal and it has legal effect....

to demonstrate more visibly the close relation between thecontinuity and integrability, a new proof for the banach-zareckitheorem is presented on the basis of the radon-nikodym theoremwhich emphasizes on measure-type properties of the lebesgueintegral. the banach-zarecki theorem says that a real-valuedfunction $f$ is absolutely continuous on a finite closed intervalif and only if it is continuo...

Cut-elimination is the most prominent form of proof transformation in logic. The elimination of cuts in formal proofs corresponds to the removal of intermediate statements (lemmas) in mathematical proofs. The cut-elimination method CERES (cut-elimination by resolution) works by constructing a set of clauses from a proof with cuts. Any resolution refutation of this set can then serve as a skelet...

This paper presents a proof of Stirling's formula using Haar wavelets and some properties of Hilbert space, such as Parseval's identity. The present paper shows a connection between Haar wavelets and certain sequences.

The aim of this paper is to present a proof of the hyperbolicity of the family $f_c(x)=c(x-frac{x^3}{3}), |c|>3$, on an its invariant subset of $mathbb{R}$.