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Articles 2371 - 2377 of 2377
Full-Text Articles in Physical Sciences and Mathematics
Induced Tensor And Ft Asymmetries, Br Holstein
Induced Tensor And Ft Asymmetries, Br Holstein
Barry R Holstein
Looked at from a model-independent point of view, the existence of a non-zero first class induced tensor form factor appears to provide a substantial contribution to the observed ft asymmetry in mirror Gamow-Teller beta decays. However, we demonstrate that, when analyzed in terms of the impulse approximation, this is only a negligibly small effect. RADIOACTIVITY Calculated contribution to ft asymmetry from first class induced tensor.
Compendium Of Bag-Model Matrix-Elements Of The Weak Non-Leptonic Hamiltonian, Jf Donoghue, E Golowich, Br Holstein, Wa Ponce
Compendium Of Bag-Model Matrix-Elements Of The Weak Non-Leptonic Hamiltonian, Jf Donoghue, E Golowich, Br Holstein, Wa Ponce
Barry R Holstein
A comprehensive list of baryon and meson single-particle matrix elements of the nonleptonic weak Hamiltonian is presented.
Triple Gamma Directional Correlations In The Decay Of Europium-154, Gary Lewis
Triple Gamma Directional Correlations In The Decay Of Europium-154, Gary Lewis
Gary C. Lewis
The ('154)Eu nucleus decays by beta emission to an excited state of the ('154)Gd nucleus. The resulting ('154)Gd nucleus decays to its ground state by emission of gamma rays. One series of gamma rays emitted in this process is a cascade of energies 723 keV, 873 keV, and 123 keV. The 873 keV gamma ray is a mixture of E2 and M1 radiation. The mixing ratio of this transition has been measured using the triple gamma directional correlation technique. The experiments used a planar geometry with one angle fixed at 90 degrees. Two Ge(Li) detectors and one NaI(T1) detector were …
The Electrochemical Reduction Of Phenylpropadiene, Dennis Peters, Tsu-Yu Chen, Mark Anderson, Steven Grossman
The Electrochemical Reduction Of Phenylpropadiene, Dennis Peters, Tsu-Yu Chen, Mark Anderson, Steven Grossman
Mark R. Anderson
No abstract is currently available.
Independence Theories And Generalized Zero-One Laws, Lawrence Stout
Independence Theories And Generalized Zero-One Laws, Lawrence Stout
Lawrence N. Stout
In this paper an abstract characterization of the properties of independent events is given with examples from topology, probability, and Baire structures. Using this notion of independence, proofs of the Hewitt-Savage and Kolmogorov zero-one laws are given which include the probabilistic case and the topological cases considered by Oxtoby, Christensen, and K. P. S. and M. Bhaskara Rao.
Toward A Generalized Krohn-Rhodes Theory, Robert Yacobellis
Toward A Generalized Krohn-Rhodes Theory, Robert Yacobellis
Robert H Yacobellis
No abstract provided.
Ionic Polishing Of Fused Silica And Glass, Raymond Wilson