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**

**03E55****Randall Dougherty; Thomas Jech**

Left-distributive embedding algebras**05Axx****Shalosh B. Ekhad; Doron Zeilberger**

Proof of Conway's lost cosmological theorem**08B20****Randall Dougherty; Thomas Jech**

Left-distributive embedding algebras**11C08****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**11E12****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**11E76****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**11G35****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**11J25****Amadeu Delshams; Vassili Gelfreich; Àngel Jorba; Tere M. Seara**

Lower and upper bounds for the splitting of separatrices of the pendulum under afast quasiperiodic forcing**11P32****J.-M. Deshouillers; G. Effinger; H. te Riele; D. Zinoviev**

A complete Vinogradov 3-primes theorem under the Riemann hypothesis**11R29****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**14D10****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**14D25****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**14G25****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**14J70****János Kollár**

Polynomials with integral coefficients, equivalent to a given polynomial**14L30****S. Kaliman; M. Koras; L. Makar-Limanov; P. Russell**

$\mathbb{C}^*$-actions on $\mathbb{C}^3$ are linearizable**15A75****Daniel Guan**

Classification of compact homogeneous spaces with invariant symplectic structures**20F99****K. H. Kim; F. W. Roush; J. B. Wagoner**

Inert actions on periodic points**20N02****Randall Dougherty; Thomas Jech**

Left-distributive embedding algebras**22E99****Daniel Guan**

Classification of compact homogeneous spaces with invariant symplectic structures**28D99****John Kieffer; En-hui Yang**

Ergodic behavior of graph entropy**30C15****Igor E. Pritsker; Richard S. Varga**

Weighted polynomial approximation in the complex plane**31A15****Igor E. Pritsker; Richard S. Varga**

Weighted polynomial approximation in the complex plane**30E10****Igor E. Pritsker; Richard S. Varga**

Weighted polynomial approximation in the complex plane**34C37****Amadeu Delshams; Vassili Gelfreich; Àngel Jorba; Tere M. Seara**

Lower and upper bounds for the splitting of separatrices of the pendulum under afast quasiperiodic forcing**35H05****Guozhen Lu; Juncheng Wei**

On positive entire solutions to the Yamabe-type problem on the Heisenberg and stratified groups**35J70****Guozhen Lu; Juncheng Wei**

On positive entire solutions to the Yamabe-type problem on the Heisenberg and stratified groups**35K55****Qi S. Zhang**

Nonlinear parabolic problems on manifolds, and a nonexistence result for the noncompact Yamabe problem**35K55****Tzong-Yow Lee; Fred Torcaso**

Wave propagation in a lattice KPP equation in random media**35P20****Joyce R. McLaughlin; Arturo Portnoy**

Perturbation expansions for eigenvalues and eigenvectors for a rectangular membrane subject to a restorative force**41A30****Igor E. Pritsker; Richard S. Varga**

Weighted polynomial approximation in the complex plane**46L20****Nigel Higson; Gennadi Kasparov**

Operator $K$-Theory for groups which act on Hilbert space**53C12****Boris Hasselblatt; Amie Wilkinson**

Prevalence of non-Lipschitz Anosov foliations**53C15****Daniel Guan**

Classification of compact homogeneous spaces with invariant symplectic structures**53C15****Daniel Guan**

Classification of compact complex homogeneous spaces with invariant volumes**53C30****Daniel Guan**

Classification of compact homogeneous spaces with invariant symplectic structures**53C30****Daniel Guan**

Classification of compact complex homogeneous spaces with invariant volumes**53C50****Daniel Guan**

Classification of compact complex homogeneous spaces with invariant volumes**53C56****Daniel Guan**

Classification of compact complex homogeneous spaces with invariant volumes**54H20****K. H. Kim; F. W. Roush; J. B. Wagoner**

Inert actions on periodic points**54H20****K. H. Kim; F. W. Roush**

The Williams conjecture is false for irreducible subshifts**57S25****Daniel Guan**

Classification of compact homogeneous spaces with invariant symplectic structures**57S99****K. H. Kim; F. W. Roush; J. B. Wagoner**

Inert actions on periodic points**57T15****Daniel Guan**

Classification of compact complex homogeneous spaces with invariant volumes**58F03****K. H. Kim; F. W. Roush**

The Williams conjecture is false for irreducible subshifts**58F03****Michael C. Sullivan**

Invariants of twist-wise flow equivalence**58F05****Oliver Knill**

A deterministic displacement theorem for Poisson processes**58F11****Luis Barreira; Jörg Schmeling**

Invariant sets with zero measure and full Hausdorff dimension**58F13****Michael C. Sullivan**

Invariants of twist-wise flow equivalence**58F15****Boris Hasselblatt; Amie Wilkinson**

Prevalence of non-Lipschitz Anosov foliations**58F15****Luis Barreira; Jörg Schmeling**

Invariant sets with zero measure and full Hausdorff dimension**58F20****Michael C. Sullivan**

Invariants of twist-wise flow equivalence**58F25****Michael C. Sullivan**

Invariants of twist-wise flow equivalence**58F27****Amadeu Delshams; Vassili Gelfreich; Àngel Jorba; Tere M. Seara**

Lower and upper bounds for the splitting of separatrices of the pendulum under afast quasiperiodic forcing**58F36****Amadeu Delshams; Vassili Gelfreich; Àngel Jorba; Tere M. Seara**

Lower and upper bounds for the splitting of separatrices of the pendulum under afast quasiperiodic forcing**58G03****Qi S. Zhang**

Nonlinear parabolic problems on manifolds, and a nonexistence result for the noncompact Yamabe problem**60G10****John Kieffer; En-hui Yang**

Ergodic behavior of graph entropy**60G55****Oliver Knill**

A deterministic displacement theorem for Poisson processes**60J60****Oliver Knill**

A deterministic displacement theorem for Poisson processes**60J60****Tzong-Yow Lee; Fred Torcaso**

Wave propagation in a lattice KPP equation in random media**60K35****Oliver Knill**

A deterministic displacement theorem for Poisson processes**70H05****Oliver Knill**

A deterministic displacement theorem for Poisson processes**81Sxx****Dmitry Tamarkin**

Quantization of Poisson structures on $\mathbf R^2$**82C22****Oliver Knill**

A deterministic displacement theorem for Poisson processes**94A15****John Kieffer; En-hui Yang**

Ergodic behavior of graph ssentropy