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$\lambda$-Convergence and $\lambda$-Conullity

Zeitschrift für Analysis und ihre Anwendungen, 1993
The notions of \lambda -convergence and \lambda -summabihty was first defined a couple of decades ago by C. Kangro and has been further studied by Kangro and his school at Tartu University.
W. Beekmann, S.-C. Chang
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Lambda composition

Journal of Graph Theory, 1997
A \(\Lambda\) in a graph \(X\) is two edges \(uv\) and \(vw\) such that \(uw\) is not an edge. A subgraph \(Y\) of \(X\) is called a \(\Lambda\)-subgraph if every \(\Lambda\) of \(X\) has both or neither of its edges in \(Y\). Let \(X\) and \(Y\) be two vertex-disjoint graphs, and \(v\) be a vertex of \(X\). The substitution of graph \(Y\) for vertex \(
Kathie Cameron, Jack Edmonds
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A quark model of $$\bar \Lambda \Lambda $$ production in $$\bar \Lambda \Lambda $$ interactionsinteractions

Il Nuovo Cimento A, 1994
A quark model which includes both scalar and vector contributions to the reaction mechanism is used in a DWBA calculation of total and differential cross-sections, polarizations, and spin correlation coefficients for the reaction\(\bar pp \to \bar \Lambda \Lambda \) at laboratory momenta from threshold to 1.92GeV/c.
Mary Alberg   +4 more
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The $\Lambda\hbox{-}\Lambda$ Interaction and the Structure of the $\Lambda$ Hypernuclei ${}_{\Lambda\Lambda}^6\enspace HE$ and ${}_\Lambda^9 \ {\rm BE}$

Communications in Theoretical Physics, 1988
In this paper, we found a form of interaction which gives the correct binding energy of double 's in . The energy contours and ei and are given.
Zhuang Fei, Hui Wei gang, Jin Xing nan
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Scattering length expansion of the coupled channels $$\bar pp \to \bar \Lambda \Lambda$$ and $$\bar \Lambda \Lambda \to \bar \Lambda \Lambda$$ near the? production threshold

Zeitschrift f�r Physik A Hadrons and Nuclei, 1992
We fit the scattering lengths in the triplets-,p- andd- waves for the two channels\(\bar pp \to \bar \Lambda \Lambda\) and\(\bar \Lambda \Lambda \to \bar \Lambda \Lambda\) near theΛ production threshold to the differential cross section\(\frac{{d\sigma }}{{d\Omega }}(\bar pp \to \bar \Lambda \Lambda )\) and to the polarization P.
B. Kerbikov   +3 more
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The Lambda Lambda-Bar calculus [PDF]

open access: possibleProceedings of the 40th annual ACM SIGPLAN-SIGACT symposium on Principles of programming languages, 2013
We present a calculus which combines a simple, CCS-like representation of finite behaviors, with two dual binders λ and λ¯. Infinite behaviors are obtained through a syntactical fixed-point operator, which is used to give a translation of λ-terms. The duality of the calculus makes the roles of a function and its environment symmetrical.
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Bell's inequality in charmonium decays \eta_c\to\Lambda\bar{\Lambda}\hbox{,}\; \chi_c\to\Lambda\bar{\Lambda} and J/\psi\to\Lambda\bar{\Lambda}

Journal of Physics G: Nuclear and Particle Physics, 2008
This paper addresses the issue of checking Bell's inequalities in elementary particle physics. A new expression for the Bell inequality is proposed in terms of experimentally measurable angular observables. As an example, the degree of violation of the Bell inequality in the decays and is studied.
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