Results 11 to 20 of about 2,197 (146)
Watson's theorem and electromagnetism in K→ππ decay [PDF]
Physics Letters B, 2001 We consider what constraints unitarity and CPT invariance yield on the strong and electromagnetic phases entering K -> pi pi decay. In particular, we show that the relative size of the electromagnetically-induced changes in the I=0 and I=2 phase shifts in the two--pion final state do not depend on the explicit coupling to the pi^+ pi^- gamma channel ...
Gardner, S. +2 more
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Weak kaon production off the nucleon and Watson's theorem
Physics Letters B, 2021 8 pages, 5 ...
Saúl-Sala, E. +4 more
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Large deviations for i.i.d. replications of the total progeny of a Galton–Watson process
Modern Stochastics: Theory and Applications, 2017 The Galton–Watson process is the simplest example of a branching process. The relationship between the offspring distribution, and, when the extinction occurs almost surely, the distribution of the total progeny is well known.
Claudio Macci, Barbara Pacchiarotti
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Fixed points via a generalized local commutativity
International Journal of Mathematics and Mathematical Sciences, 2001 Let g:X→X. The concept of a semigroup of maps which is nearly commutative at g is introduced. We thereby obtain new fixed point theorems for functions with bounded orbit(s) which generalize a recent theorem by Huang and Hong, and results by Jachymski ...
Gerald F. Jungck
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Extensions of Watson’s theorem and the Ramanujan–Guinand formula
International Journal of Number Theory, 2022 Ramanujan provided several results involving the modified Bessel function [Formula: see text] in his Lost Notebook. One of them is the famous Ramanujan–Guinand formula, equivalent to the functional equation of the non-holomorphic Eisenstein series on SL[Formula: see text]. Recently, this formula was generalized by Dixit, Kesarwani, and Moll.
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Some limit theorems for the critical Galton–Watson branching processes
Ukrains’kyi Matematychnyi Zhurnal, 2023 UDC 519.21 We consider critical Galton–Watson processes starting from a random number of particles and determine the effect of the mean value of the initial state on the asymptotic state of the process. For processes starting from a large number of particles and satisfying the condition(S),we prove the limit theorem similar to the result of W.
Kudratov, Kh., Khusanbaev, Ya.
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Characterizations of Ideals in Intermediate C-Rings A(X) via the A-Compactifications of X
International Journal of Mathematics and Mathematical Sciences, 2013 Let X be a completely regular topological space. An intermediate ring is a ring A(X) of continuous functions satisfying C*(X)⊆A(X)⊆C(X). In Redlin and Watson (1987) and in Panman et al. (2012), correspondences 𝒵A and ℨA are defined between ideals in A(X)
Joshua Sack, Saleem Watson
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The motivational peculiarities of bribe-takers
SHS Web of Conferences, 2018 Criminology (as the scientific study of criminal behaviour on the individual and social level) and psychology (as the science, which seeks to understand individuals and groups) pay special attention to motivation – a theoretical construction, used to ...
Krivins A.
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On a rigidity result for Kolmogorov-type operators
Bruno Pini Mathematical Analysis SeminarLet D be a bounded open subset of ℝN and let z0 be a point of D. Assume that the Newtonian potential of D is proportional outside D to the potential of a mass concentrated at z0. Then D is a Euclidean ball centred at z0. This theorem, proved by Aharonov,
Alessia E. Kogoj
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Near-threshold pion production in diproton reactions with polarised beams and target at ANKE-COSY
EPJ Web of Conferences, 2012 An extensive experimental study of near-threshold pion production in diproton reactions is underway at the ANKE-COSY spectrometer (Jülich). The programme is aimed at isolating the four-nucleon-pion contact interaction term appearing in the XPT expansions
Dymov S.
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