This short paper being the continuation of the previous parts [1] belongs to the series of articles supplemental to [2], and also lies in lines of the general ideology exposed in the review [3]. The main purpose of the activity, which has its origin and motivation presumably in the author’s researches [4] on the experimentally mathematical aspects of interactively controlled systems (i.e. the c...

The objective of this paper is to investigate tame fundamental groups of schemes of finite type over Spec(Z). More precisely, let X be a connected scheme of finite type over Spec(Z) and let X̄ be a compactification of X, i.e. a scheme which is proper and of finite type over Spec(Z) and which contains X as a dense open subscheme. Then the tame fundamental group of X classifies finite étale coveri...

There are many results describing the structure of the tame kernels of algebraic number fields and relating them to the class numbers of appropriate fields. In the present paper we give some explicit results on tame kernels of cubic cyclic fields. Table 1 collects the results of computations of the structure of the tame kernel for all cubic fields with only one ramified prime p, 7 ≤ p < 5, 000....

One of our main results is a classification all the possible quivers of selfinjective radical cube zero finite dimensional algebras over an algebraically closed field having finite complexity. In the paper [5] we classified all weakly symmetric algebras with support varieties via Hochschild cohomology satisfying Dade’s Lemma. For a finite dimensional algebra to have such a theory of support var...

The in-vitro effects of Captopril an angiotensin converting enzyme inhibitor were studied on TAME-esterase, a component of the Kinin-Kallikrein system, induced contractions on rat aorta strips. Our results showed that contractile responses induced by TAME (EC50 6 x 10 M) were significantly attenuated when the aorta strips were pre-incubated with 1M Captopril (EC50 1.8 x10M). Based on our data w...

The concept of molds, introduced by the authors in a recent preprint, break regular tournaments naturally into big classes: cyclic tournaments, tame tournaments and wild tournaments. We enumerate completely the tame molds, and prove that the dichromatic number of a tame tournament is 3.