A generalization of the Yosida-Kakutani ergodic theorem
Ezio Marchi, Felipe Zo (1981)
Studia Mathematica
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Displaying similar documents to “Borel's theorem for generalized functions”
A generalization of the Yosida-Kakutani ergodic theorem
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Ergodic power functions for mean bounded, invertible, positive operators
F. Martín-Reyes, P. Ortega Salvador (1988)
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A dominated ergodic estimate for spaces with weights
E. Atencia, A. de la Torre (1982)
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Characterizacion of the bivariate discrete distributions defined by a partial difference equations system.
Ramón Gutiérrez Jáimez, Miguel Angel Fajardo Caldera (1988)
Trabajos de Estadística
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Conditions under which the solutions of a partial difference equations system can be probability functions are examined. When the coefficients of the system are polynomials then the partial difference equations system satisfied by generating functions associated to these distributions are easily obtained; they give useful recurrence relations for the moments. Three examples are given as well.
A generalization of the uniform ergodic theorem to poles of arbitrary order
Laura Burlando (1997)
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E. Atencia, F. Martin-Reyes (1984)
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Eulerian numbers and operators.
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