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A MONTGOMERY-HOOLEY TYPE THEOREM FOR PRIME k-TUPLETS.pdf
- ActaMath. Hungar. 66 (1995),177-200. MONTGOMERY-HOOLEYTYPE THEOREM PRIMEk-TUPLETS K. KAWADA (Tsukuba
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Faltings G Lectures on the arithmetic Riemann Roch Theorem.pdf
- Faltings G Lectures on the arithmetic Riemann Roch TheoremFaltings G Lectures on the arithmetic Riemann Roch TheoremFaltings G Lectures on the arithmetic Riemann Roch Theorem
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supersymmetry, path integration, and the atiyah-singer index theorem.pdf
- supersymmetry, path integration, and the atiyah-singer index theorem
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201009.1484v1 The polynomial multidimensional Szemeredi Theorem along shifted primes.pdf
- If f1, ... fm Z → Z^l are polynomials with zero constant terms and E is subset of Z^l has positive upper Banach density, then we show that the set E∩(E-f1(p-1))∩...∩(E-fm(p-1)) is nonempty for some prime p. We also prove mean convergence for the associated averages along the prime numbers, conditional to analogous convergence results along the full integers. This generalizes earlier results of the authors, of Wooley and Ziegler, and of Bergelson, Leibman and Ziegler.
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133
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201305.2897 Major arcs for Goldbach´s theorem.pdf
- 201305.2897 Major arcs for Goldbach´s theorem201305.2897 Major arcs for Goldbach´s theorem201305.2897 Major arcs for Goldbach´s theorem
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201305.2897v3 Major arcs for Goldbach´s theorem.pdf
- The ternary Goldbach conjecture states that every odd number n≥7 is the sum of three primes. The estimation of the Fourier series ∑ p≤x e(αp) and related sums has been central to the study of the problem since Hardy and Littlewood (1923). Here we show how to estimate such Fourier series for α in the so-called major arcs, i.e., for α close to a rational of small denominator. This is part of the author´s proof of the ternary Goldbach conjecture. In contrast to most previous work on the subject, we will rely on a finite verification of the Generalized Riemann Hypothesis up to a bounded conductor and bounded height, rather than on zero-free regions. We apply a rigorous verification due to D. Platt; the results we obtain are both rigorous and unconditional. The main point of the paper will be the development of estimates on parabolic cylinder functions that make it possible to use smoothing functions based on the Gaussian. The generality of our exp
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Default Risk, Homemade Leverage, and the Modigliani-Miller Theorem.doc
- Default Risk, Homemade Leverage, and the Modigliani-Miller TheoremDefaul
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On Lebesgue Theorem for multivalued functions of two variables.pdf
- In the paper we investigate Borel classes of multivalued functions of two nvariables. In particular we generalize a result of Marczewski and nRyll-Nardzewski concerning of real function whose ones of its sections are nright-continuous and other ones are of Borel class alpha , into the case of nmultivalued functions.
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PROJECTION SLICE THEOREM HOW TO USE THE PROJECTION SLICE.pdf
- PROJECTIONSLICE THEOREM HOW PROJECTIONSLICE THEOREM 2Dfunction fx singledimensional line. Let Fourie
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The Hales-Jewett Theorem:the黑尔-朱定理.pdf
- The Hales-Jewett Theorem：the黑尔-朱定理定理,黑尔,The,the,hales
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向豆丁求助：有没有Theorem?
