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Author ID: tamura.yoshinobu Recent zbMATH articles by "Tamura, Yoshinobu"
Published as: Tamura, Yoshinobu
Documents Indexed: 22 Publications since 1985
Co-Authors: 9 Co-Authors with 9 Joint Publications
33 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 16 times in 14 Documents Cited by Year
A flexible stochastic differential equation model in distributed development environment. Zbl 1077.90020
Tamura, Yoshinobu; Yamada, Shigeru
8
2006
Optimisation analysis for reliability assessment based on stochastic differential equation modelling for open source software. Zbl 1194.68099
Tamura, Yoshinobu; Yamada, Shigeru
6
2009
Mass operator for wave scattering from a slightly random surface. Zbl 1003.76012
Tamura, Y.; Nakayama, J.
5
1999
Modelling and asset allocation for financial markets based on a stochastic volatility microstructure model. Zbl 1092.91019
Peng, H.; Tamura, Y.; Gui, W.; Ozaki, T.
4
2005
Scattering and diffraction of a plane wave from a randomly rough strip. Zbl 0921.73112
Tamura, Y.; Nakayama, J.
3
1996
TM plane wave scattering and diffraction from a randomly rough half-plane. II: An evaluation of the diffraction kernel. Zbl 1191.78034
Tamura, Y.; Nakayama, J.
3
2006
A multi-dimensional upwind scheme for the Euler equations on structured grids. Zbl 0778.76067
Tamura, Y.; Fujii, K.
2
1993
Massless Lorentz gauge field consistent with Einstein’s gravitation theory. The case \(\alpha+2a/3=\beta-2a/3=\gamma+3a/2=0\). Zbl 0979.81545
Fukuma, Kazumi; Miyamoto, Shikao; Nakano, Tadao; Ohtani, Teruya; Tamura, Yoshinobu
2
1985
Enhanced scattering from a thin film with one-dimensional disorder. Zbl 1189.78027
Tamura, Y.; Nakayama, J.
2
2005
TM plane wave scattering and diffraction from a randomly rough half-plane. I: Derivation of the random wavefield representation. Zbl 1191.78033
Tamura, Y.; Nakayama, J.
2
2006
Wave reflection and transmission from a thin film with one-dimensional disorder. Zbl 1114.78310
Tamura, Y.; Nakayama, J.
1
2004
Diffraction and scattering of TM plane waves from a binary periodic random surface. Zbl 1271.78025
Hattori, K.; Nakayama, J.; Tamura, Y.
1
2008
Optimisation analysis for reliability assessment based on stochastic differential equation modelling for open source software. Zbl 1194.68099
Tamura, Yoshinobu; Yamada, Shigeru
6
2009
Diffraction and scattering of TM plane waves from a binary periodic random surface. Zbl 1271.78025
Hattori, K.; Nakayama, J.; Tamura, Y.
1
2008
A flexible stochastic differential equation model in distributed development environment. Zbl 1077.90020
Tamura, Yoshinobu; Yamada, Shigeru
8
2006
TM plane wave scattering and diffraction from a randomly rough half-plane. II: An evaluation of the diffraction kernel. Zbl 1191.78034
Tamura, Y.; Nakayama, J.
3
2006
TM plane wave scattering and diffraction from a randomly rough half-plane. I: Derivation of the random wavefield representation. Zbl 1191.78033
Tamura, Y.; Nakayama, J.
2
2006
Modelling and asset allocation for financial markets based on a stochastic volatility microstructure model. Zbl 1092.91019
Peng, H.; Tamura, Y.; Gui, W.; Ozaki, T.
4
2005
Enhanced scattering from a thin film with one-dimensional disorder. Zbl 1189.78027
Tamura, Y.; Nakayama, J.
2
2005
Wave reflection and transmission from a thin film with one-dimensional disorder. Zbl 1114.78310
Tamura, Y.; Nakayama, J.
1
2004
Mass operator for wave scattering from a slightly random surface. Zbl 1003.76012
Tamura, Y.; Nakayama, J.
5
1999
Scattering and diffraction of a plane wave from a randomly rough strip. Zbl 0921.73112
Tamura, Y.; Nakayama, J.
3
1996
A multi-dimensional upwind scheme for the Euler equations on structured grids. Zbl 0778.76067
Tamura, Y.; Fujii, K.
2
1993
Massless Lorentz gauge field consistent with Einstein’s gravitation theory. The case \(\alpha+2a/3=\beta-2a/3=\gamma+3a/2=0\). Zbl 0979.81545
Fukuma, Kazumi; Miyamoto, Shikao; Nakano, Tadao; Ohtani, Teruya; Tamura, Yoshinobu
2
1985

Citations by Year