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Cabling Conjecture for Small Bridge Number Colin Grove January 11, 2018 Abstract Let k ⊂ S3 be a nontrivial knot. The Cabling Conjecture of Francisco González-Acuña…
Dual fibration of a projective Lagrangian fibration Yasunari Nagai the University of Tokyo November 2005 1 Irreducible symplectic manifolds Definition 1 n: a positive integer…
Comparison of Nonlocal Operators Utilizing Perturbation Analysis Burak Aksoylu and Fatih Celiker Abstract We present a comparative study of integral operators used in nonlocal…
Characteristic polynomials and eigenvalues for a family of tridiagonal real symmetric matrices Emily Gullerud [email protected] aBa Mbirika [email protected] Rita Post [email protected]…
ON DEFINING INTEGERS AND PROVING ARITHMETIC CIRCUIT LOWER BOUNDS Peter Bürgisser Abstract Let τn denote the minimum number of arithmetic opera- tions sufficient to build…
UPPER TAILS AND INDEPENDENCE POLYNOMIALS IN RANDOM GRAPHS BHASWAR B. BHATTACHARYA, SHIRSHENDU GANGULY, EYAL LUBETZKY, AND YUFEI ZHAO Abstract. The upper tail problem in the…
The Schur expansion for Macdonald polynomials Sami H Assaf University of California Berkeley sassaf@mathberkeleyedu April 22 2007 The transformed Macdonald polynomials H̃µx…
MCMULLEN POLYNOMIALS AND LIPSCHITZ FLOWS FOR FREE-BY-CYCLIC GROUPS SPENCER DOWDALL ILYA KAPOVICH AND CHRISTOPHER J LEININGER Abstract Consider a group G and an epimorphism…
Abstracts Part I: Plenary Lectures 1 3 Bernstein-Durrmeyer operators with arbitrary weight functions Elena E. Berdysheva University of Hohenheim, Stuttgart, Germany Email:…
Vortices and Polynomials Peter A Clarkson Institute of Mathematics Statistics and Actuarial Science University of Kent Canterbury CT2 7NF UK PAClarkson@kentacuk Group Analysis…
Asymptotics of orthogonal polynomials for a weight with a jump on −1, 1 A. Foulquié Moreno, A. Mart́ınez-Finkelshtein, and V.L. Sousa∗ Abstract We consider the orthogonal…
ar X iv :0 80 4. 13 55 v1 m at h. G T 8 A pr 2 00 8 METABELIAN REPRESENTATIONS, TWISTED ALEXANDER POLYNOMIALS, KNOT SLICING, AND MUTATION CHRIS HERALD, PAUL KIRK, AND CHARLES…
Lecture 9: Mixture vs mixture, orthogonal polynomials, and moment matching Lecturer: Yanjun Han April 26, 2021 Today’s plan same two-point lower bound upper bounds
Models with fundamental length1 and the finite-dimensional simulations of Big Bang Miloslav Znojil Nuclear Physics Institute ASCR, 250 68 Řež, Czech Republic 1talk in…
6 Trigonometric Interpolation Is there something else than polynomials and Taylor approximation in the world? Idea (J. Fourier 1822): Approximation of a function not by usual…
Background Dual Numbers Null polynomials over Zm α Polynomial Functions over Zm α Counting Formulas Some Generalizations References Polynomial Functions of the Ring of…
A FAMILY OF EISENSTEIN POLYNOMIALS GENERATING TOTALLY RAMIFIED EXTENSIONS IDENTIFICATION OF EXTENSIONS AND CONSTRUCTION OF CLASS FIELDS MAURIZIO MONGE Abstract Let K be a…
Orthogonal polynomial expansions for the Riemann xi function Dan Romik Author address: Department of Mathematics, University of California, Davis, One Shields Ave, Davis…
Abstract Linear Algebra Linear Algebra. Session 11 Dr. Marco A Roque Sol 04 21 2020 Dr. Marco A Roque Sol Linear Algebra. Session 11 Abstract Linear Algebra Orthogonal Polynomials…
MONOMIAL ORTHOGONAL POLYNOMIALS OF SEVERAL VARIABLES YUAN XU Abstract A monomial orthogonal polynomial of several variables is of the form xα−Qαx for a multiindex α…