Results 221 to 230 of about 561,665 (262)

Matrix Elements in Radiative Transitions

Proceedings of the Physical Society. Section A, 1953
The matrix elements occurring in the theory of radiative transitions of electrons and positrons for a case of spherical symmetry are expanded in the general case as a series of radial integrals with known coefficients.
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A note on the transitive closure of a boolean matrix

ACM SIGACT News, 1978
A row oriented algorithm is given for obtaining the transitive clousure of a Boolean matrix.
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Supporting the Transition to an Agile Test Matrix

2015 IEEE 8th International Conference on Software Testing, Verification and Validation (ICST), 2015
The transition of AVL's software development unit towards lean and agile practices on team and enterprise level (implementing the scaled agile framework SAFe) requires a change in testing role, set and practices. We describe the changes of the testing strategy in reference to the agile test matrix - moving the focus of testing from system acceptance ...
Robert Korosec, Roman Pfarrhofer
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On the computation of transition matrix

Proceedings of the IEEE, 1969
A method is suggested for the evaluation of the transition matrix associated with a linear time-invariant multivariable system and it is shown that this method is faster and more accurate than other numerical methods.
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Boolean matrix multiplication and transitive closure

12th Annual Symposium on Switching and Automata Theory (swat 1971), 1971
Arithmetic operations on matrices are applied to the problem of finding the transitive closure of a Boolean matrix. The best transitive closure algorithm known, due to Munro, is based on the matrix multiplication method of Strassen. We show that his method requires at most O(nα ?
Michael J. Fischer, Albert R. Meyer
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Transition Matrix for Nucleon-Nucleon Scattering

Journal of Mathematical Physics, 1961
As part of a study of the influence of off-the-energy-shell effects on the optical potential for nucleon-nucleus scattering, a method is presented for the calculation, via the reactance matrix, of the nucleon-nucleon transition matrix in terms of an internucleon potential and the scattering amplitude.
Kowalski, K. L., Feldman, D.
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Evaluation of the transition matrix

Proceedings of the IEEE, 1967
It is well known that the transition matrix is the key step to the solution of a linear stationary state-space equation. In this letter, a new method of evaluating the transition matrix is presented. The procedure is simple and it can yield the result within a prescribed accuracy.
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Standard transition matrix

1960
According to Theorem 1.3, the analytic study of (p ij ) is reduced to that of (П IJ if the set of indices F is ignored. In fact, the curtailed matrix (p ij ), i, j∈I – F, is a transition matrix and its elements differ from those of П IJ only in certain constant factors depending on the second index.
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Influence of diamond–matrix transition zone structure on mechanical properties and wear of sintered diamond-containing composites based on Fe–Cu–Ni–Sn matrix with varying CrB2 content

International Journal of Refractory Metals and Hard Materials, 2021
V A Mechnik, V I Zakiev, I M Zakiev
exaly  

Adaptive Transition Probability Matrix Learning for Multiview Spectral Clustering

IEEE Transactions on Neural Networks and Learning Systems, 2022
Yongyong Chen, Xiaolin Xiao, Zhongyun Hua   +2 more
exaly