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20 May 2002: 1. pp. 23-24: The paragraph "Snow war gerade dabei. " is on both page 23 and page 24. ... 313, line 3 from bottom: insert "a mit" after "gleich". 24.

29 Jan 2002: 2. -5). 2. =24, which shows that x is algebraic. It is now very natural to look at other examples, or even to try to prove a general theorem.

21 Jun 2002: uχ(h+) = (θV (h+),θW (h+))u for all h+ H5. (24). 20. ... By (5) it has weights (24/5,12/5) and so cannot be an invariant.

9 Sep 2002: Soc. Brasil. Mat. 9 (1978). 83–87.[24] G. P. Scott, ‘A new proof of the annulus and torus theorems’, Amer.

20 May 2002: Department of Pure Mathematics and Mathematical StatisticsUniversity of Cambridge. GEOMETRY. Notes Easter 2002. T. K. Carne.t.k.carne@dpmms.cam.ac.uk. c Copyright. Not for distribution outside Cambridge University. This PDF file should be readable

12 Oct 2002: Lemma 3.24 (Corollary 2). If f S(Rn) and f(a) = 0 then we can findfj S(Rn) such that. ... problem in redoing our arguments to obtain. Theorem 5.24. We work in R2.

12 Sep 2002: 1985), 24-41. [CGW] F. Chung, R. L. Graham and R. M.

9 Sep 2002: K). The Fourier series (22–24) extend as holomorphic. functions on the strip {τ C : |Im τ| < πK′2K}. ... fj(θ; ω) 0 as ω (see (22–24)). Then:. limω. s1s3 sinh(π.

12 Sep 2002: A A = {2, 3, 4, 5, 6, 7, 8, 10, 13, 24, 25, 27, 29, 30, 31, 33, 35, 46, 52, 58}.

9 Sep 2002: MINIMAL ENTROPY AND COLLAPSING WITH CURVATUREBOUNDED FROM BELOW. GABRIEL P. PATERNAIN AND JIMMY PETEAN. Abstract. We show that if a closed manifold M admits an F-structure (not nec-essarily polarized, possibly of rank zero) then its minimal entropy