On the basis of resolution function K(x0; x) for some kinematical variable x we propose the method to estimate x̂ and + x ; x from observed x for a single event. We also propose the method to estimate parameters of resolution function from the set of test or Monte Carlo data fxtr i ; x i g. The last point to discuss is the correct choice of binning in x for smearing matrix used in the model of m...

The results of experimental hybridisation between some chromosome subraces belonging to the X0 and XY chromosome races of the brachypterous grasshopper P. sapporensis are presented. Pre-zygotic reproductive isolation mechanisms in experimental pairs were not confirmed. In crossings of XY-standard x X0-standard and XY-standard x X0-Naganuma chromosome subraces, a zygotic barrier has been found. ...

The modular Catalan numbers Ck,n, introduced by Hein and Huang in 2016 count equivalence classes of parenthesizations x0⁎…⁎xn, where ⁎ is a binary k-associative operation k positive integer. classical notion associativity coincides with 1-associativity, which case C1,n=1 the single 1-equivalence class has size given number Cn. In this paper we introduce Fuss-Catalan Ck,nm k-equivalence x0⁎…⁎xn ...

We consider two independent q-Gaussian random variables X0 and X1 and a function γ chosen in such a way that γ(X0) and X0 have the same distribution. For q ∈ (0, 1) we find that at least the fourth moments of X0 + X1 and γ(X0) + X1 are different. We conclude that no q-deformed convolution product can exist for functions of independent q-Gaussian random variables. 1995 PACS numbers: 02.50.Cw, 05...

Given x0, a point of a convex subset C of an Euclidean space, the two following statements are proven to be equivalent: (i) any convex function f : C → R is upper semi-continuous at x0, and (ii) C is polyhedral at x0. In the particular setting of closed convex mappings and Fσ domains, we prove that any closed convex function f : C → R is continuous at x0 if and only if C is polyhedral at x0. Th...

We have chosen the B¯0→D⁎+D¯⁎0K− reaction in order to observe I=0,JP=1+ (R1) partner state of X0(2866) stemming from D⁎K¯⁎ molecular picture. The proceeds via external emission most favored Cabibbo decay mode and one observes R1 as a very strong peak versus background D⁎+K− spectrum. branching ratio for production this is estimated 4×10−3. method used, applied B+→D−D+K+ reaction, produces signa...

We have chosen the B¯0?D?+D¯?0K? reaction in order to observe I=0,JP=1+ (R1) partner state of X0(2866) stemming from D?K¯? molecular picture. The proceeds via external emission most favored Cabibbo decay mode and one observes R1 as a very strong peak versus background D?+K? spectrum. branching ratio for production this is estimated 4×10?3. method used, applied B+?D?D+K+ reaction, produces signa...

Let A be a linear bounded operator from a couple X = (X0, X1) to a couple Y = (Y0, Y1) such that the restrictions of A on the spaces X0 and X1 have bounded inverses. This condition does not imply that the restriction of A on the real interpolation space (X0, X1)θ,q has a bounded inverse for all values of the parameters θ and q. In this paper under some conditions on the kernel of A we describe ...

In the traditional dual-rail signalling, setting and resetting (after a suitable delay or after completion detection) wire x0 (resp. x1) indicates binary 0 (resp. 1). For example, for a sequence of values 001, the corresponding signal transition trace will be x0+(valid 0), x0(spacer), x0+ (valid 0), x0-(spacer), x1+ (valid 1), x1(spacer). Here, the number of transitions on each wire is differen...

The best approximation problem in a hyperconvex metric space consists of finding conditions for given set-valued mappings F andG and a setX such that there is a point x0 ∈ X satisfying d G x0 , F x0 ≤ d x, F x0 for x ∈ X. When G I, the identity mapping, and when the set X is compact, best approximation theorems for mappings in hyperconvex metric spaces are given for the single-valued case in 1–...