검색어 : 통합검색[Perturbation (Mathematics)]
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61
- Perturbation calculation using Thomas-Fermi model
- Bae Suh, Young; ; (Physics letters: A, v.49, 1974, pp.99-100)
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62
- Multiple solutions for elliptic equations with quasilinear perturbation
- Liu, Xiangqing; Zhao, Junfang; Liu, Jiaquan; Department of Mathematics, Yunnan Normal University; School of Science, China University of Geosciences; LMAM, School of Mathematical Science, Peking University; (Journal of mathematical analysis and applications, v.495, 2021, pp.124701)
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63
- Ruston, Riesz and perturbation classes
- Ž ivković -Zlatanović , S.Č .; Djordjević , D.S.; Harte, R.; University of Niš , Faculty of Sciences and Mathematics, P.O. Box 224, 18000 Nis̱ , Serbia; University of Niš , Faculty of Sciences and Mathematics, P.O. Box 224, 18000 Nis̱ , Serbia; Trinity College, Dublin, Ireland; (Journal of mathematical analysis and applications, v.389, 2012, pp.871-886)
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64
- Perturbation analysis for the hyperbolic QR factorization
- Li, H.; Yang, H.; Shao, H.; College of Mathematics and Statistics, Chongqing University, Chongqing, 401331, People's Republic of China; (Computers & mathematics with applications, v.63, 2012, pp.1607-1620)
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65
- A note on the perturbation of the <I>W</I>-weighted Drazin inverse
- Wei, Yimin; Woo, Ching-Wah; Lei, Tiangang; ; (Applied mathematics and computation, v.149, 2004, pp.423-430)
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66
- On perturbation of the Lotka-Volterra model
- El-Owaidy, H.; Al-Thumairi, A.; Riyadh University of Girls, Girls of Education in Riyadh, Scientific Departments, Saudi Arabia; (Applied mathematics letters, v.22, 2009, pp.557-560)
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67
- Perturbation analysis for the generalized Cholesky factorization
- Wang, Wei-guo; Zhao, Jin-xi; ; (Applied mathematics and computation, v.147, 2004, pp.601-606)
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68
- Stochastic Perturbation Theory
- Stewart, G. W.; ; (SIAM review, v.32, 1990, pp.579-610)
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69
- On the perturbation of the reduced minimum modulus of bounded linear operators
- Ding, J.; ; (Applied mathematics and computation, v.140, 2003, pp.69-75)
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70
- A note on the componentwise perturbation bounds of matrix inverse and linear systems
- Wei, Yimin; Cao, Yanhua; Xiang, Hua; ; (Applied mathematics and computation, v.169, 2005, pp.1221-1236)
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