Bryna

Results: 52



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1Giving a Talk Bryna Kra No one likes to sit through a bad talk, but unfortunately everyone does it much too frequently. No one sets out to give a bad talk, but probably all of us have done so. Paul Halmos [1] wrote a bea

Giving a Talk Bryna Kra No one likes to sit through a bad talk, but unfortunately everyone does it much too frequently. No one sets out to give a bad talk, but probably all of us have done so. Paul Halmos [1] wrote a bea

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Source URL: www.ams.org

- Date: 2012-12-31 11:17:21
    2RUDOLPH’S TWO STEP CODING THEOREM AND ALPERN’S LEMMA FOR Rd ACTIONS ˙ BRYNA KRA, ANTHONY QUAS, AND AYS¸E S¸AHIN Dedicated to the memory of Daniel J. Rudolph

    RUDOLPH’S TWO STEP CODING THEOREM AND ALPERN’S LEMMA FOR Rd ACTIONS ˙ BRYNA KRA, ANTHONY QUAS, AND AYS¸E S¸AHIN Dedicated to the memory of Daniel J. Rudolph

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    Source URL: www.math.northwestern.edu

    Language: English - Date: 2014-09-02 15:23:48
      3ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. Szemer´edi’s Theorem states that a set of integers with positive upper density contains arbitrarily long arith

      ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. Szemer´edi’s Theorem states that a set of integers with positive upper density contains arbitrarily long arith

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      Source URL: www.math.uoc.gr

      Language: English - Date: 2006-03-28 16:52:31
        4NILSEQUENCES AND A STRUCTURE THEOREM FOR TOPOLOGICAL DYNAMICAL SYSTEMS BERNARD HOST, BRYNA KRA, AND ALEJANDRO MAASS Abstract. We characterize inverse limits of nilsystems in topological dynamics, via a structure theorem

        NILSEQUENCES AND A STRUCTURE THEOREM FOR TOPOLOGICAL DYNAMICAL SYSTEMS BERNARD HOST, BRYNA KRA, AND ALEJANDRO MAASS Abstract. We characterize inverse limits of nilsystems in topological dynamics, via a structure theorem

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        Source URL: www.math.northwestern.edu

        Language: English - Date: 2009-08-11 14:46:22
          5THE AUTOMORPHISM GROUP OF A SHIFT OF LINEAR GROWTH: BEYOND TRANSITIVITY VAN CYR AND BRYNA KRA Abstract. For a finite alphabet A and shift X ⊆ AZ whose factor complexity function grows at most linearly, we study the alg

          THE AUTOMORPHISM GROUP OF A SHIFT OF LINEAR GROWTH: BEYOND TRANSITIVITY VAN CYR AND BRYNA KRA Abstract. For a finite alphabet A and shift X ⊆ AZ whose factor complexity function grows at most linearly, we study the alg

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          Source URL: www.math.northwestern.edu

          Language: English - Date: 2015-01-15 16:44:26
            6CONVERGENCE OF MULTIPLE ERGODIC AVERAGES FOR SOME COMMUTING TRANSFORMATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. We prove the L2 convergence for the linear multiple ergodic averages of commuting transformations T

            CONVERGENCE OF MULTIPLE ERGODIC AVERAGES FOR SOME COMMUTING TRANSFORMATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. We prove the L2 convergence for the linear multiple ergodic averages of commuting transformations T

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            Source URL: www.math.northwestern.edu

            Language: English - Date: 2005-01-10 22:15:42
              7COUNTING GENERIC MEASURES FOR A SUBSHIFT OF LINEAR GROWTH VAN CYR AND BRYNA KRA Abstract. In 1984 Boshernitzan proved an upper bound on the number of ergodic measures for a minimal subshift of linear block growth and ask

              COUNTING GENERIC MEASURES FOR A SUBSHIFT OF LINEAR GROWTH VAN CYR AND BRYNA KRA Abstract. In 1984 Boshernitzan proved an upper bound on the number of ergodic measures for a minimal subshift of linear block growth and ask

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              Source URL: www.math.northwestern.edu

              Language: English - Date: 2015-05-13 12:13:16
                8NIL-BOHR SETS OF INTEGERS BERNARD HOST AND BRYNA KRA Abstract. We study relations between subsets of integers that are large, where large can be interpreted in terms of size (such as a set of positive upper density or a

                NIL-BOHR SETS OF INTEGERS BERNARD HOST AND BRYNA KRA Abstract. We study relations between subsets of integers that are large, where large can be interpreted in terms of size (such as a set of positive upper density or a

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                Source URL: www.math.northwestern.edu

                Language: English - Date: 2009-08-11 14:45:38
                  9ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. Szemer´edi’s Theorem states that a set of integers with positive upper density contains arbitrarily long arith

                  ERGODIC AVERAGES FOR INDEPENDENT POLYNOMIALS AND APPLICATIONS NIKOS FRANTZIKINAKIS AND BRYNA KRA Abstract. Szemer´edi’s Theorem states that a set of integers with positive upper density contains arbitrarily long arith

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                  Source URL: www.math.northwestern.edu

                  Language: English - Date: 2006-05-10 12:51:05
                    10DIOPHANTINE NUMBERS, DIMENSION AND DENJOY MAPS ¨ BRYNA KRA AND JORG SCHMELING

                    DIOPHANTINE NUMBERS, DIMENSION AND DENJOY MAPS ¨ BRYNA KRA AND JORG SCHMELING

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                    Source URL: www.math.northwestern.edu

                    Language: English - Date: 2005-01-10 22:15:42