Type Norms With Respect To Characters Of Compact Abelian Groups And Algebraic Relations

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What is the Langlands program all about?

The theory of algebraic equations is the most elementary among the three, and it is the theory we are basically interested in. 1.1 Algebraic equations in one variable An algebraic equation in one variable has the form P(X) = X n+ a n 1X 1 + + a 1X+ a 0 = 0: In history, people have been interested in this type of equations for a very long time.

Operator space structure on Feichtinger s Segal algebra

We hope our S0(G), for non-abelian G, may prove as inspirational and useful. 1.2. Harmonic analysis Let G be a locally compact group with fixed left Haar measure m. We will denote integration of a function f with respect to m variously by G fdmor G f(s)ds. For any 1 p ∞ we let Lp(G) be the usual Lp-space with respect to m.Ifs ∈G and f is a

COMMUTATIVE ALGEBRA Full marks: 50 (60 Hours)

algebra. The Boursak Ulam Theorem. Deformation retracts and homotopy type. The fundamental group of Sn and some standard surfaces. 3. Van Campen Theorem. Direct sums of Abelian groups. Free product of groups. Free groups. Van Campen Theorem. Fundamental group of wedge of circles. 4. Homology. Δ Complexes. Simplicial Homology. Singular Homology.

Building Bridges

Abelian varieties and the inverse Galois problem Samuele Anni Abstract Let Q be an algebraic closure of Q, let n be a positive integer and let a prime number. Given a curve C over Q of genus g, it is possible to de ne a Galois representation ˆ : Gal(Q=Q) ! GSp 2g (F ), where F is the nite eld of elements and GSp 2g is the general

g n g n m k n,k g n p - www.math.tifr.res.in

Title : Sup-norms of Hecke-Maass cusp forms (joint work with G. Ricotta and E. Royer) Abstract : We shall highlight recent advancements in the study of sup-norms for Hecke-Maass cusp forms on higher rank groups. In particular, this talk will provide a summary of joint work with G. Ricotta and E. Royer regarding an explicit non-trivial

Transactions of the American Mathematical Society AUTHOR

INDEX TO VOLUME 317-322 Bressler, Paul and Evens, Sam. The Schubert calculus, braid relations, and generalized cohomology, 317, 799. Brown, K. A., Goodearl, K. R. and

Integrality of a Ratio of Petersson Norms and Level-Lowering

which are known to be algebraic, and in fact defined over suitable class fields of the associated imaginary quadratic field. This fact can be used to identify algebraic modular forms via their values at such points; i.e., their values, suit ably defined, should be algebraic. In fact X is a coarse moduli space for abelian


type on general locally compact abelian topological groups are due to H. Buchwalter [7]. His brief sketch was followed by the recent papers [17, 18], [42] which contain a detailed and extended treatment of the locally compact abelian case by means of the quasimeasure concept. In-spired by the results of S. Pawelke [35], the study of saturation