#rational-number

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Bull London Math Soc Page of C2010 London Mathematical Society doi:10 blms bdq021
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Bull London Math Soc Page of C2010 London Mathematical Society doi:10 blms bdq021

Bull London Math Soc Page of C2010 London Mathematical Society doi:10 blms bdq021 Alternate Text
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Bull London Math Soc Page of C2010 London Mathematical Society doi:10 blms bdq021

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10 pages

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RATIONAL APPROXIMATIONS FOR VALUES OF DERIVATIVES OF THE GAMMA FUNCTION
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RATIONAL APPROXIMATIONS FOR VALUES OF DERIVATIVES OF THE GAMMA FUNCTION

RATIONAL APPROXIMATIONS FOR VALUES OF DERIVATIVES OF THE GAMMA FUNCTION Alternate Text
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RATIONAL APPROXIMATIONS FOR VALUES OF DERIVATIVES OF THE GAMMA FUNCTION

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37 pages

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Reversible conservative rational abstract geometrical computation is Turing universal
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Reversible conservative rational abstract geometrical computation is Turing universal

Jérôme Durand-Lose

Reversible conservative rational abstract geometrical computation is Turing universal Alternate Text
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Reversible conservative rational abstract geometrical computation is Turing universal

Jérôme Durand-Lose

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10 pages

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Boris ADAMCZEWSKI Lyon Yann BUGEAUD Strasbourg
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Boris ADAMCZEWSKI Lyon Yann BUGEAUD Strasbourg

Boris Adamczewski

Boris ADAMCZEWSKI Lyon Yann BUGEAUD Strasbourg Alternate Text
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Boris ADAMCZEWSKI Lyon Yann BUGEAUD Strasbourg

Boris Adamczewski

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16 pages

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Selberg s integral and linear forms in zeta values
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Selberg's integral and linear forms in zeta values

Tanguy Rivoal

Selberg s integral and linear forms in zeta values Alternate Text
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Selberg's integral and linear forms in zeta values

Tanguy Rivoal

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6 pages

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