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Shouji Fujimto
Shouji Fujimto
金沢学院大学
Dirección de correo verificada de kanazawa-gu.ac.jp - Página principal
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Almost perfect quantum lattice action for low-energy SU (2) gluodynamics
MN Chernodub, S Fujimoto, S Kato, M Murata, MI Polikarpov, T Suzuki
Physical Review D 62 (9), 094506, 2000
482000
A quantum perfect lattice action for monopoles and strings
S Fujimoto, S Kato, T Suzuki
Physics Letters B 476 (3-4), 437-447, 2000
262000
Scaling laws and effective dimension in lattice Yang-Mills theory with a compactified extra dimension
S Ejiri, S Fujimoto, J Kubo
Physical Review D 66 (3), 036002, 2002
232002
A new method for measuring tail exponents of firm size distributions
S Fujimoto, A Ishikawa, T Mizuno, T Watanabe
Economics 5 (1), 2011
222011
Non-Gibrat's law in the middle scale region
M Tomoyose, S Fujimoto, A Ishikawa
Progress of Theoretical Physics Supplement 179, 114-122, 2009
222009
Shape of growth-rate distribution determines the type of Non-Gibrat’s Property
A Ishikawa, S Fujimoto, T Mizuno
Physica A: Statistical Mechanics and its Applications 390 (23-24), 4273-4285, 2011
192011
The emergence of different tail exponents in the distributions of firm size variables
A Ishikawa, S Fujimoto, T Watanabe, T Mizuno
Physica A: Statistical Mechanics and its Applications 392 (9), 2104-2113, 2013
152013
A new method for specifying functional forms of production functions
T Watanabe, T Mizuno, A Ishikawa, S Fujimoto
Economic Review 62 (3), 193-208, 2011
112011
Firm growth function and extended-gibrat’s property
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Advances in Mathematical Physics 2016, 2016
102016
Firm age distributions and the decay rate of firm activities
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Proceedings of the International Conference on Social Modeling and …, 2015
92015
Analytical derivation of power laws in firm size variables from Gibrat’s law and quasi-inversion symmetry: A geomorphological approach
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Journal of the Physical Society of Japan 83 (3), 034802, 2014
92014
Why does production function take the Cobb–Douglas form?
A Ishikawa
Statistical Properties in Firms’ Large-scale Data, 113-135, 2021
82021
The difference of growth rate distributions between sales and profits
A Ishikawa, S Fujimoto, M Tomoyose
Journal of Physics: Conference Series 221 (1), 012007, 2010
82010
Gauge independence of Abelian and monopole dominances in QCD
S Fujimoto, S Kato, T Suzuki, T Tsunemi
Progress of Theoretical Physics Supplement 138, 36-37, 2000
82000
The relation between firm age distributions and the decay rate of firm activities in the United States and Japan
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
2015 IEEE International Conference on Big Data (Big Data), 2726-2731, 2015
72015
Relationship between population density and population movement in inhabitable lands
S Fujimoto, T Mizuno, T Ohnishi, C Shimizu, T Watanabe
Evolutionary and Institutional Economics Review 14 (1), 117-130, 2017
62017
Transition law of firms’ activity and the deficit aspect of non-Gibrat’s law
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Proceedings of the Asia-Pacific Econophysics Conference 2016—Big Data …, 2017
52017
Long-term firm growth properties derived from short-term laws of sales and number of employees in Japan and France
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Evolutionary and Institutional Economics Review 13 (2), 409-422, 2016
52016
Statistical law observed in inactive rate of firms
A Ishikawa, S Fujimoto, T Mizuno
Evolutionary and Institutional Economics Review 16 (1), 201-212, 2019
42019
Dependence of the decay rate of firm activities on firm age
A Ishikawa, S Fujimoto, T Mizuno, T Watanabe
Evolutionary and Institutional Economics Review 14 (2), 351-362, 2017
42017
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