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Publications by Ryota Matsuura

Twisted Root Numbers of Elliptic Curves Semistable at Primes Above 2 and 3

Algebra and Number Theory
Number TheoryAlgebra
2010English

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Θ-Congruent Numbers and Elliptic Curves

Acta Arithmetica
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The Set of Primes Dividing the Lucas Numbers Has Density 2∕3

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Ranks, 2-Selmer Groups, and Tamagawa Numbers of Elliptic Curves With ℤ∕2ℤ × ℤ∕8ℤ-Torsion

The Open Book Series
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Elliptic Wieferich Primes

Journal of Number Theory
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2000English

A Hardware Analysis of Twisted Edwards Curves for an Elliptic Curve Cryptosystem

Lecture Notes in Computer Science
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Errata To: “The Set of Primes Dividing the Lucas Numbers Has Density 2∕3”

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An Involutorial Line Transformation Determined by a Bilinear Congruence of Twisted Elliptic Quartic Curves

Bulletin of the American Mathematical Society
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3042. On Mersenne's Primes, Fermat's Primes and Even Perfect Numbers

Mathematical Gazette
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1962English

Some Large Primes and Amicable Numbers

Mathematics of Computation
Computational MathematicsApplied MathematicsNumber TheoryAlgebra
1981English

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