Groups of Diffeomorphisms: In Honor of Shigeyuki Morita on the Occasion of His 60th Birthday

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Polterovich, and P. Py , On continuity of quasi-morphisms for symplectic maps, Available on arXiv , pp. Entov and L.

Steenrod square | Article about Steenrod square by The Free Dictionary

Polterovich , Calabi quasimorphism and quantum homology , Int. Not , pp. Epstein , Curves on 2-manifolds and isotopies , Acta Mathematica , vol. Farb, A. Lubotzky, and Y. Minsky , Rank 1 phenomena for mapping class groups, Duke Math , J , vol. Filipkiewicz , Isomorphisms between dieomorphism groups, Ergodic Th. Fischer , On the group of all homeomorphisms of a manifold , Transactions of the American Mathematical Society , vol. Franks and M. Handel , Distortion elements in group actions on surfaces, Duke Math , J , vol.

Groups of diffeomorphisms : in honor of Shigeyuki Morita on the occasion of his 60th birthday

Misiurewicz , Rotation sets of toral ows, Proc Amer , Math. Soc , vol. Gambaudo and E. Ghys , Commutators and dieomorphisms of surfaces, Ergodic Th. Ghys, P.

Advanced studies in pure mathematics

De, and. Haller, T. Rybicki, and J. Teichmann , Smooth perfectness for the group of dieomorphisms.

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Haller and J. The field of statistics is presented as a matrix, rather than a hierarchy, of related concepts.


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Developed over years of classroom use, this text can be used as an introduction to statistics emphasizing experimental design or as an elementary graduate survey course. Widely praised for its exceptional range of intelligent and creative exercises, and for its large number of examples and data sets, Introduction to Design and Analysis of Experiments--now offered in a convenient paperback format--helps students increase their understanding of the material as they come to see the connections between diverse statistical concepts that arise from the experiments around which the text is built.

Joan S. Birman

ISBN: Paperback pages June Crossing the River with Dogs: Problem Solving for College Students has been adapted from the popular high school text to provide an accessible and coherent college-level course in mathematical problem solving for adults. Focusing entirely on problem solving and using issues relevant to college students for examples, the authors continue their approach of explaining classic as well as non-traditional strategies through dialogs among fictitious students. This text is appropriate for a problem solving, liberal arts mathematics, mathematics for elementary teachers, or developmental mathematics course.

ISBN: Hardcover pages May Offering a thorough and detailed discussion of univariate tolerance intervals and multivariate tolerance regions, Statistical Tolerance Regions: Theory, Applications, and Computation is one of the first books to combine recent developments with established information in the field.

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A wide variety of practical examples and applications promotes the understanding of the theoretical derivation of statistical tolerance regions and the computational procedures involved. With data sets included and necessary table values of tolerance factors in the appendix, this book is an ideal reference for applied statisticians, statistical consultants, academic researchers, and graduate students. Entov and L. Polterovich , Calabi quasimorphism and quantum homology , Int.

Not , pp. Epstein , Curves on 2-manifolds and isotopies , Acta Mathematica , vol. Farb, A.

Lubotzky, and Y. Minsky , Rank 1 phenomena for mapping class groups, Duke Math , J , vol. Filipkiewicz , Isomorphisms between dieomorphism groups, Ergodic Th. Fischer , On the group of all homeomorphisms of a manifold , Transactions of the American Mathematical Society , vol.

Franks and M. Handel , Distortion elements in group actions on surfaces, Duke Math , J , vol.


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Misiurewicz , Rotation sets of toral ows, Proc Amer , Math. Soc , vol.

Introduction to Design and Analysis of Experiments

Gambaudo and E. Ghys , Commutators and dieomorphisms of surfaces, Ergodic Th. Ghys, P. De, and. Haller, T. Rybicki, and J. Teichmann , Smooth perfectness for the group of dieomorphisms. Haller and J.


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Teichmann , Smooth perfectness through decomposition of dieomorphisms into ber preserving ones , Annals of Global Analysis and Geometry , vol. Herman , Construction of some curious dieomorphisms of the Riemann sphere , J.

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