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Mathematical and numerical analysis of hyperbolic free boundary problems ——Mathematics for adhesion, detachment and collision——

• Authors : Seiro Omata; 小俣 正朗

• Source: 数学 / SUGAKU. 2016, 68(2):129

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ストラング:計算理工学

• Authors : Strang, Gilbert; 今井桂子; 日本応用数理学会

Subjects: Engineering mathematics; Science--Mathematics; Numerical analysisTECHNOLOGY & ENGINEERING / Engineering (General); TECHNOLOGY & ENGINEERING / Reference

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On Quasi-Einstein Spacetimes

• Authors : Absos Ali Shaikh; Shyamal Kumar Hui; Dae Won Yoon

Subjects: Physics::General Physics; General relativity; 53C80

• Source: Tsukuba J. Math. 33, no. 2 (2009), 305-326

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Upper bound for sum of divisors function and the Riemann hypothesis

• Authors : Aleksander Grytczuk

Subjects: Riemann Xi function; Discrete mathematics; Z function

• Source: Tsukuba J. Math. 31, no. 1 (2007), 67-75

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CR Einstein-Weyl structures

• Authors : Takaaki Ohkubo; Kunio Sakamoto

Subjects: Maple; Condensed Matter::Quantum Gases; Pure mathematics

• Source: Tsukuba J. Math. 29, no. 2 (2005), 309-361

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Simplified Equations for Rapidly Calculating a Parabola and a Gaussian Function by the Least-Squares Method with Engineering Applications

• Authors : Masanori KURITA; 栗田 政則

• Source: 日本機械学会論文集 A編 / Transactions of the Japan Society of Mechanical Engineers Series A. 1988, 54(508):2176

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Derivation of Wigner's semi-circle law for a class of matrix ensembles via Brownian motion

• Authors : Nariyuki Minami; Tsuyoshi Hiratsuka

Subjects: Class (set theory); symbols.namesake; Matrix (mathematics)

• Source: Tsukuba J. Math. 25, no. 2 (2001), 443-464

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A conformal gauge invariant functional for Weyl structures and the first variation formula

• Authors : Hajime Urakawa; Hitoshi Furuhata; Toshiyuki Ichiyama

Subjects: Conformal gravity; First variation; symbols.namesake

• Source: Tsukuba J. Math. 23, no. 3 (1999), 551-564

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A note on normally generated line bundles on compact Riemann surfaces

• Authors : Tatsuya Arakawa

Subjects: Maple; Pure mathematics; symbols.namesake

• Source: Tsukuba J. Math. 22, no. 3 (1998), 805-809Tsukuba J. Math. 24, no. 1 (2000), 59-67

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Generalized helical immersions of a Riemannian manifold all of whose geodesics are closed into a Euclidean space

• Authors : Naoyuki Koike

Subjects: Pure mathematics; Closed manifold; Mathematical analysis

• Source: Naoyuki KoikeTsukuba J. Math. 22, no. 3 (1998), 811-824

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