In  cite{GL}, B. Gerla and I. Leuc{s}tean introduced the notion of similarity on MV-algebra. A similarity MV-algebra is an MV-algebra endowed with a binary operation $S$ that verifies certain additional properties. Also, Chirtec{s} in cite{C}, study the notion of similarity on L ukasiewicz-Moisil algebras. In particular, strong similarity L ukasiewicz-Moisil algebras were defined. In this paper...

To the Editor: The determination of total homocysteine (tHcy) for the diagnosis and therapy of folate and cobalamin (vitamin B12) deficiencies has become an important feature of the clinical chemistry laboratory. In addition, because of the potential use of tHcy as an independent risk factor for cardiovascular disease and thromboembolism, the establishment of accurate and reliable tHcy assays h...

In order to satisfy the equivalence principle, any mechanism proposed to gravitationally explain the Pioneer anomaly, in the form in which it is presently known from the so-far analyzed Pioneer 10/11 data, cannot leave out of consideration its impact on the motion of the planets of the Solar System as well. In this paper we, first, use the latest determinations of the secular perihelion advance...

jor uni ver si ties, Mich i gan State Uni ver sity main tains a range of struc tural units to sup port ac tiv i ties and func tions which, col lec tively sus tain an en vi ron ment in sup port of the in tel lec tual en ter prise that is Mich i gan State Uni ver sity. Such ac tiv i ties and func tions in clude re search; out reach and en gage ment pro grams; cul tural events; health, coun sel in...

-Nasonia vitripennis is a parasitoid wasp that harbors several non-Mendelian sex-ratio distorters. These include MSR (Maternal Sex Ratio), a cytoplasmic element that causes nearly allfemale families, and PSR (Paternal Sex Ratio), a supernumerary chromosome that causes all-male families. As in other hymenoptera, N. vitripennis has haplodiploid sex determination. Normally, unfertilized (haploid) ...

A review of results on Hermite–Hadamard (H-H) type inequalities in quantum calculus, associated with a variety classes convexities, is presented. In the various convexities this includes classical convex functions, quasi-convex p-convex (p,s)-convex modified (p,h)-convex tgs-convex η-quasi-convex ϕ-convex (α,m)-convex ϕ-quasi-convex and coordinated functions. Quantum H-H via preinvex functions ...

In this paper, we study fuzzy calculus in two main branches differential and integral.  Some rules for finding limit and $gH$-derivative of $gH$-difference, constant multiple of two fuzzy-valued functions are obtained and we also present fuzzy chain rule for calculating  $gH$-derivative of a composite function.  Two techniques namely,  Leibniz's rule and integration by parts are introduced for ...

This study outlines the local fractional integro-differential equations carried out by the local fractional calculus. The analytical solutions within local fractional Volterra and Abel’s integral equations via the Yang-Laplace transform are discussed. Some illustrative examples will be discussed. The obtained results show the simplicity and efficiency of the present technique with application t...

Digitalfilteringisa powerfulmathematicaltechniqueincomputeranalysisofnu clear medicinestudies.The basic conceptsof object-domainand frequency-do main filteringare presentedin simple,largelynonmathematicalterms. Computa tional methodsare describedusingboth the Fouriertransformand convolution techniques.Thefrequencyresponseisdescribedandusedto representthe behav br of several classes of filters. ...