- MULTIPLE RECURRENCE AND CONVERGENCE FOR SEQUENCES RELATED TO THE PRIME NUMBERS
- Multiple recurrence and nilsequences Vitaly Bergelson1, Bernard Host2, Bryna Kra3
- CONVERGENCE OF CONZE-LESIGNE AVERAGES BERNARD HOST AND BRYNA KRA
- A POINT OF VIEW ON GOWERS UNIFORMITY BERNARD HOST AND BRYNA KRA
- THE POLYNOMIAL MULTIDIMENSIONAL SZEMEREDI THEOREM ALONG SHIFTED PRIMES
- NIL-BOHR SETS OF INTEGERS BERNARD HOST AND BRYNA KRA
- UNIFORMITY SEMINORMS ON AND APPLICATIONS
- Centre de Recherches Mathematiques CRM Proceedings and Lecture Notes
- From combinatorics to ergodic theory and Abstract. Multiple ergodic averages, such as the average of expressions like f1(Tn
- ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS
- CONVERGENCE OF MULTIPLE ERGODIC AVERAGES FOR SOME COMMUTING TRANSFORMATIONS
- AN ODD FURSTENBERG-SZEMEREDI THEOREM AND QUASI-AFFINE SYSTEMS
- DIOPHANTINE NUMBERS, DIMENSION AND DENJOY BRYNA KRA AND J ORG SCHMELING
- CONVERGENCE OF POLYNOMIAL ERGODIC BERNARD HOST AND BRYNA KRA
- CONVERGENCE OF CONZELESIGNE AVERAGES BERNARD HOST AND BRYNA KRA
- CONVERGENCE OF POLYNOMIAL ERGODIC BERNARD HOST AND BRYNA KRA
- AN ODD FURSTENBERGSZEMER ' EDI THEOREM AND
- NILSEQUENCES AND A STRUCTURE THEOREM FOR TOPOLOGICAL DYNAMICAL SYSTEMS
- POLYNOMIAL AVERAGES CONVERGE TO THE PRODUCT OF INTEGRALS
- THE GREEN-TAO THEOREM ON ARITHMETIC PROGRESSIONS IN THE PRIMES: AN ERGODIC
- PARALLELEPIPEDS, NILPOTENT GROUPS, AND GOWERS BERNARD HOST AND BRYNA KRA
- A GENERALIZATION OF FURSTENBERG'S DIOPHANTINE Abstract. We obtain a generalization of Furstenberg's Diophantine Theorem
- DIOPHANTINE NUMBERS, DIMENSION AND DENJOY MAPS BRYNA KRA AND J
- ANALYSIS OF TWO STEP NILSEQUENCES BERNARD HOST AND BRYNA KRA
- NONCONVENTIONAL ERGODIC AVERAGES AND NILMANIFOLDS
- Iterated Spectra of Numbers ---Elementary, Dynamical, and Algebraic Approaches
- CONVERGENCE OF CONZE-LESIGNE AVERAGES BERNARD HOST AND BRYNA KRA
- AVERAGING ALONG CUBES BERNARD HOST AND BRYNA KRA
- PARALLELEPIPEDS, NILPOTENT GROUPS, AND GOWERS NORMS
- NONCONVENTIONAL ERGODIC AVERAGES AND NILMANIFOLDS
- CONVERGENCE OF MULTIPLE ERGODIC AVERAGES FOR SOME COMMUTING TRANSFORMATIONS
- The conjugating map for commutative groups of circle diffeomorphisms
- CONVERGENCE OF MULTIPLE ERGODIC AVERAGES FOR SOME COMMUTING TRANSFORMATIONS
- THE GREEN-TAO THEOREM ON ARITHMETIC PROGRESSIONS IN THE PRIMES: AN ERGODIC
- 1 Multiple recurrence and nilsequences
- From combinatorics to ergodic theory and Abstract. Multiple ergodic averages, such as the average of expressions like f1*
- CONVERGENCE OF POLYNOMIAL ERGODIC AVERAGES
- POLYNOMIAL AVERAGES CONVERGE TO THE PRODUCT OF INTEGRALS
- AVERAGING ALONG CUBES BERNARD HOST AND BRYNA KRA
- AVERAGING ALONG CUBES BERNARD HOST AND BRYNA KRA
- AN ODD FURSTENBERG-SZEMER'EDI THEOREM AND QUASI-AFFINE SYSTEMS
- Iterated Spectra of Numbers _ Elementary, Dynamical, and Algebraic Approaches
- DIOPHANTINE NUMBERS, DIMENSION AND DENJOY MAPS
- ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS
- NONCONVENTIONAL ERGODIC AVERAGES AND NILMANIFOLDS
