論文 米田元

[1]

Gen Yoneda, Yoshiyasu Ishigami and Satoshi Arima,
Some asymptotic conditions of worldlines in Minkowski space,
Journal of Physical Society of Japan, Vol.62(1993) No.5 pp.1495-1499.

[2]

Gen Yoneda,
Proof of the no-interaction theorem without Lagrangian and Hamiltonian formalism,
Proceeding of the Royal Society of London A Vol.445(1994) pp.221-229.

[3]

Gen Yoneda,
Action and reaction in special relativity,
European Journal of Physics, Vol.15(1994) pp.126-132.

[4]

Gen Yoneda,
Some asymptotic conditions of worldlines in Minkowski space II.
Journal of Physical Society of Japan, Vol.63(1994) No.9 pp.3235-3242.

[5]

Gen Yoneda and Hisa-aki Shinkai,
Constraints and reality conditions in Ashtekar formulation of general relativity,
Classical and Quantum Gravity 13 (1996) 783-790.
[gr-qc/9602026]; Refers to Cited by

[6]

Gen Yoneda, Hisa-aki Shinkai and Akika Nakamichi,
Trick for passing degenerate points in the Ashtekar formulation,
Physical Review D56 (1997) 2086-2093.
[gr-qc/9704081]; Refers to Cited by

[7]

Gen Yoneda and Hisa-aki Shinkai,
Symmetric hyperbolic system in the Ashtekar formluation,
Physical Review Letters, Vol.82(1999) pp.263-266.
[gr-qc/9803077]; Refers to Cited by

[8]

Hisa-aki Shinkai and Gen Yoneda,
Asymptotically constrained and real-valued system based on Ashtekar's variables,
Physical Review D Vol.60(1999) 101502 (Rapid communications).
[gr-qc/9906062]; Refers to Cited by

[9]

Gen Yoneda and Hisa-aki Shinkai,
Constructing hyperbolic systems in the Ashtekar formulation of general relativity,
International Journal of Modern Physics D, Vol. 9, No. 1 (2000) pp.13-34.
[gr-qc/9901053]; Refers to Cited by

[10]

Gen Yoneda and Takesi Suzuki,
No-interaction theorem without Hamiltonian and Lagrangian formalism: invariant momentum on null cones,
Progress of Theoretical Physics Vol.104 No.3 pp.489-493 (2000).
[hep-th/0008163]; Refers to Cited by

[11]

Hisa-aki Shinkai and Gen Yoneda,
Hyperbolic formulations and numerical relativity : Experiments using Ashtekar's connection variables.
Classical and Quantum Gravity Vol.17(2000), pp.4799-4822.
[gr-qc/0005003]; Refers to Cited by

[12]

Gen Yoneda and Hisa-aki Shinkai,
Hyperbolic formulations and numerical relativity II: Asymptotically constrained system of the Einstein equation.
Classical and Quantum Gravity Vol.18(2001) pp.441-462.
[gr-qc/0007034]; Refers to Cited by

[13]

Gen Yoneda and Hisa-aki Shinkai,
Constraint propagation in the family of ADM systems,
Physical Review D, Vol.63(2001), 124019.
[gr-qc/0103032]; Refers to Cited by

[14]

Hisa-aki Shinkai and Gen Yoneda,
Adjusted ADM systems and their expected stability properties: constraint propagation analysis in Schwarzschild spacetime,
Classical and Quantum Gravity 19(2002) pp.1027-1049.
[gr-qc/0110008]; Refers to Cited by

[15]

Gen Yoneda and Hisa-aki Shinkai,
Advantages of modified ADM formulation: constraint propagation analysis of Baumgarte-Shapiro-Shibata-Nakamura system,
Physical Review D 66, 124003 (2002)
[gr-qc/0204002]; Refers to Cited by

[16]

Gen Yoneda and Hisa-aki Shinkai,
Diagonalizability of Constraint Propagation Matrices,
Classical and Quantum Gravity 20 (2003) L31-L36
[gr-qc/0209106]; Refers to Cited by

[17]

Hisa-aki Shinkai and Gen Yoneda,
Constraint propagation in N+1 dimensional space-time,
General Relativity and Gravitation 36 (8): 1931-1937, August 2004 .
[gr-qc/0402101]; Refers to Cited by

[18]

Hisa-aki Shinkai and Gen Yoneda,
Formulation problem in numerical relativity,
Bulletin of the Japan Society for Industrial and Applied Mathematics, vol.15(2005), No.1, 1-15.

[19]

Gen Yoneda and Hisa-aki Shinkai,
Formulation Problem of the Einstein Equation for Numerical Simulations,
Hyperbolic Problems: Theory, Numerics and Applicationsis.II pp.401-408, April, 2006.

[20]

Takuya Tsuchiya, Gen Yoneda and Hisa-aki Shinkai,
Constraint Propagation of C^2-adjusted formulation,
Phys. Rev. D 83, 064032 (2011)
[gr-qc/1103.1202] ; Refers to Cited by

[21]

Takuya Tsuchiya, Gen Yoneda and Hisa-aki Shinkai,
Constraint Propagation of $C^2$-adjusted Formulation II -- Another Recipe for Robust BSSN Evolution System,
Phys. Rev. D 85, 044018 (2012)
[gr-qc/1109.5782] ; Refers to Cited by

[22]

Takuya Tsuchiya and Gen Yoneda,
Constructing of constraint preserving scheme for Einstein equations,
JSIAM Letters Vol.9, pp.57-60 (2017)
[gr-qc/1610.04543] ; Refers to Cited by

[23]

Ryosuke Urakawa, Takuya Tsuchiya, Gen Yoneda
Analyzing time evolution of constraint equations of Einstein's equation,
JSIAM Letters Vol.11, pp.21-24 (2019)

[23]

Hidetomo Hoshino, Kei Satoh, Gen Yoneda
Parametrized numerical scheme for the Einstein equations,
JSIAM Letters 2021 Volume 13 Pages 13-16

[24]

Takuya Tsuchiya, Ryosuke Urakawa, Gen Yoneda
Stable numerical simulation of Einstein equations in gravitational collapse space,
JSIAM Letters 2022 Volume 14 Pages 84-87

[25]

Ryosuke Urakawa, Takuya Tsuchiya, Gen Yoneda
On the stability of covariant BSSN formulation
Class. Quantum Grav. 39 165002 (2022)
[gr-qc/2206.13944]

[26]

HIDETOMO HOSHINO, Takuya Tsuchiya and Gen Yoneda
Stability analysis and improvement of the covariant BSSN formulation against the FLRW spacetime background
Class. Quantum Grav. 42 015008(2024)
[gr-qc/2407.14305]

[]

Yayoi Abe, Ayuna Setoh, Gen Yoneda
The chromatic number of random graphs: an approach using a recurrence relation
[math.CO/2412.01374]

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