A generalization of Birkhoff's pointwise ergodic theorem
Identifieur interne : 00CD59 ( Main/Exploration ); précédent : 00CD58; suivant : 00CD60A generalization of Birkhoff's pointwise ergodic theorem
Auteurs : Amos Nevo [États-Unis] ; Elias M. Stein [États-Unis]Source :
- Acta Mathematica [ 0001-5962 ] ; 1994-03-01.
English descriptors
- Teeft :
- Abelian case, Acta mathematica, Algebra, Analyse harmonique, Analyse math, Analytic family, Analytic interpolation theorem, Arbitrary invertible measure, Binomial coefficients, Cesaro, Cesaro averages, Cesaro sums, Complex binomial coefficients, Conditional expectation, Convergence, Converges, Convex combinations, Convolution, Convolution formula, Convolution identity, Convolution powers, Countable group, Disjointification lemma, Duke math, Ergodic, Ergodic theorem, Ergodic theorems, Ergodic theory, Exponential growth, First factor, First note, Foregoing estimate, Foregoing expression, Formal power series, Free group, Group actions, Group algebra, Harmonic analysis, Immediate consequence, Inequality, Last expression, Last formula, Lecture notes, Linear combination, Linear operators, Main term, Markov, Markov operators, Math, Mathematics princeton university, Maximal, Maximal functions, Maximal inequalities, Maximal inequality, Maximal operator, Negative integer, Ordinary cesaro averages, Other words, Pointwise, Pointwise convergence, Pointwise ergodic sequence, Pointwise ergodic theorem, Pointwise ergodic theorems, Positive constants, Princeton university princeton, Probability measure, Radial averages, Road princeton, Same argument, Same conclusion, Sign character, Spectral estimates, Spectral measure, Spectral theory, Spherical functions, Square norm, Summation formula, Transfer principle, Trivial character, Weak type.
Url:
DOI: 10.1007/BF02392571
Affiliations:
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Stein</name><name sortKey="Stein, Elias M" sort="Stein, Elias M" uniqKey="Stein E" first="Elias M." last="Stein">Elias M. Stein</name></country></tree></affiliations></record>Pour manipuler ce document sous Unix (Dilib)
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