Results 211 to 220 of about 2,003,104 (241)
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Infinite-dimensional non-gaussian analysis and generalized translation operators
Functional Analysis and Its Applications, 1996The author considers a family \(T= \{T_x\}_{x\in Q}\) of ``generalized translation operators'' on \(C(Q)\), \(Q\) being a separable complete metric space, and defines characters for such a family. Then he constructs non-Gaussian analogues of the Fock spaces for measures on \(Q\) and gives examples.
Yurij M Berezansky
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Ukrainian Mathematical Journal, 2005
We construct new examples of operators of generalized translation and convolutions in eigenfunctions of certain self-adjoint differential operators.
L P Nizhnik
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We construct new examples of operators of generalized translation and convolutions in eigenfunctions of certain self-adjoint differential operators.
L P Nizhnik
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Generalized translation operators and the construction of potentials at fixed energy
Annals of Physics, 1970Abstract Inverse problems either at fixed angular momentum, or at fixed energy are usually solved by applying generalized translation operators (G.T.O.) [1]. It follows that most of the inverse problems are solvable when a suitable G.T.O. or a variant of it exists.
Christiane Coudray, Marcel Coz
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Elements of Lie Theory for Generalized Translation Operators
1998As in the case of topological groups, there are two approaches to the investigation of generalized translation operatorsâglobal and infinitesimal. The first one includes the theory of representations, harmonic analysis, the theory of almost periodic functions, etc.
Yu. M. Berezansky, A. A. Kalyuzhnyi
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Journal of Mathematical Physics, 1973
The A and M transformation for finding an integral equation for the kernel of a generalized translation operator is adapted to the s-wave regular solution. Its extension to higher l-values is then considered for Jost solutions. The integral equations for the G.T.O. kernels are similar to the s wave one, with the difference that the Riemann function for
Coz, Marcel, Coudray, Christiane
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The A and M transformation for finding an integral equation for the kernel of a generalized translation operator is adapted to the s-wave regular solution. Its extension to higher l-values is then considered for Jost solutions. The integral equations for the G.T.O. kernels are similar to the s wave one, with the difference that the Riemann function for
Coz, Marcel, Coudray, Christiane
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On the norms of generalized translation operators generated by the jacobi-dunkl operators
Journal of Mathematical Sciences, 2012O L Vinogradov
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Generalized translation operators associated with a singular differential operator
Lecture Notes in Mathematics, 1974B. L. J. Braaksma, H. S. V. de Snoo
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A Generalized Translation Operator Generated by the Sinc Function on an Interval
Proceedings of the Steklov Institute of Mathematics, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Arestov, V. V., Deikalova, M. V.
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A generic operational strategy to qualify translational safety biomarkers
Drug Discovery Today, 2011The importance of using translational safety biomarkers that can predict, detect and monitor drug-induced toxicity during human trials is becoming increasingly recognized. However, suitable processes to qualify biomarkers in clinical studies have not yet been established.
Matheis +24 more
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Generation of floating point 2D translation operators for FPGA
2015 IEEE 10th Jubilee International Symposium on Applied Computational Intelligence and Informatics, 2015This paper presents an FPGA implementation of a matrix operator for geometric two dimensional translation. The generated architecture takes advantage of the particular form of the translation matrix, ignoring the null elements. We have generated architectures for floating point operators of half, simple, double precision.
Ovidiu Sicoe +2 more
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