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5 Jun 2020: bits (24). Finally, a 1-bit flag is added to tell the decoder which of thetwo cases ( or ) occurred. ... 24, Theorem 10.2]). Therefore,the neighborhoods contain nonempty open sets andhence have positive Lebesgue measure.

5 Jun 2020: already in Doeblin's work on continued fractions in 1940 [24], in Bellman and Harris'.

5 Jun 2020: ΣΤΟΙΧΕΙΑ ΠΙΘΑΝΟΤΗΤΩΝ. ΜΕ ΕΦΑΡΜΟΓΕΣ ΣΤΗ ΣΤΑΤΙΣΤΙΚΗ ΚΑΙ ΤΗΝ ΠΛΗΡΟΦΟΡΙΚΗ. Γιάννης Κοντογιάννης Σταύρος Τουμπής. Γιάννης

4 Mar 2020: Proposition 2.24. Equip SL2 (Z/p) with the action of SL2Z by left multiplication for all primes p.Then the sequence (SL2 (Z/p))p prime is an expanding family ... Therefore, Γ is not Hopf, and hencenot residually finite (by Lemma 3.24).

30 Nov 2020: 224.2 Analytic functions. 24. Comments and corrections are always welcome. Please send them toh.wilton@maths.cam.ac.uk. ... 24. One advantage of working with Riemann surfaces is that, in a suitablechart, any analytic function can be put into a very

11 Nov 2020: TWISTED ORBITAL INTEGRALS AND IRREDUCIBLECOMPONENTS OF AFFINE DELIGNE–LUSZTIG VARIETIES. RONG ZHOU AND YIHANG ZHU. Abstract. We analyze the asymptotic behavior of certain twisted orbital inte-grals arising from the study of affine

10 Mar 2020: 7. 2.5 Semidirect products and wreath productsDefinition 2.24 (Semidirect product). Let G,N,H be groups. ... Definition 4.24 (Ends of a group). Given a finitely generated group G, we define.

10 Oct 2020: Part III Computability and Logic:. 24 Lectures in 2020/21. Thomas Forster. ... 1Gödel-numbering; the ‘g’ is silent. 23. 24 CHAPTER 1. INTRODUCTION AND SOME HISTORY.

10 Jun 2020: 2.5 Generators of profinite groupsDefinition 2.24 (Topological generating set). Let G be a topological group. ... Corollary 3.24 (Basic Correspondence). Let G1,G2 be finitely generated and residually finite groupssuch that Ĝ1 = Ĝ2.

3 Jun 2020: Theorem 2.24. For 1 6 p < and for n > 2, we have. ... 6 p < 2, Theorem 2.24 is essentially optimal: we can show that.