We discuss the Bi + p+p-decay channel, which is sensitive to deviations from the standard model. We also consider the Bt mixing information that could be obtained from these decays in the framework of the standard model. Finally, we comment on the experimental difficulties of observing the Bf + p+p "-channel. PACS13.20.-v-Leptonic and sernileptonic decays of mesons. To illustrate the usefulness...

this study was aimed to investigate some feeding characteristics of kura barb (barbus lacerta) from bibi-sayydan river of semirom, isfahan. for this purpose, during august 2010 to july 2011, some 445 specimens of the kura barb fish were caught using a seine net and a cast net and transferred to the fisheries laboratory on ice for further examinations. the results showed that the condition facto...

The synthesis of phosphatidylserine in two gram-positive aerobic bacteria has been partially characterized. We have located a cytidine 5'-diphospho-diacylglycerol:L-serine O-phosphatidyltransferase (phosphatidylserine synthase) activity in the membrane fraction of Bacillus licheniformis and Bacillus subtilis. The activity was demonstrated to be membrane associated by differential centrifugation...

bibi maryam granitoid body with about 5 km2 has intruded into ophiolite mélange complex in sistan suture zone, in east of iran. thermal effects of this body on the host rocks show that this activity occurred after emplacement of ophiolite mélange. this intrusive body with general northwest – southeast trend is mainly tonalite-quartz diorite but there is a minor unit as dykes of granodiorite in ...

§1. Conjectures Let V be a variety over C and let B = ∑ biBi be an effective Q-Weil divisor on V such that bi ≤ 1 for any i. Such a pair (V,B) will be called a log variety. It is said to be log terminal if it has only weak log terminal singularities in the sense of [KMM]. In this case, the Q-bundle KV + B is called the log canonical bundle of (V,B) and will be denoted by K(V,B). A Q-bundle L on...

This paper studies two functions arising separately in the analysis of algorithms. The first function is the solution to the Multidimensional Divide-And-Conquer (MDC) Recurrence that arises when solving problems involving points in d-dimensional space. The second function concerns weighted digital sums. Let n = (bibi−1 · · · b1b0)2 and SM (n) = ∑i t=0 t(t + 1)(t + 2) · · · (t + M − 1)bt2 , and ...