검색어 : 통합검색[Linear systems.]
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- Asymptotic Equivalence between Linear Differential Systems]{Asymptotic Equivalence between Linear Differential Systems
- Se Mok Song; Chongju University, Korea; (Journal of Applied Mathematics and Informatics, v.11, 2003, pp.445-451)
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2
- Asymptotic Behaviors for Linear Difference Systems
- 임동만; Yoon Hoe Goo; 청주대학교; 호서대; (이론수학과 교직수학, v.12, 2005, pp.93-103)
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3
- ON STABILITY OF LINEAR IMPULSIVE SYSTEMS
- 최성규; 강보원; 구남집; 충남대학교; 충남대학교; 충남대학교; (Proceedings of the Jangjeon Mathematical Society(장전수학회 논문집), v.19, 2016, pp.645-651)
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4
- A NEW APPROACH FOR NUMERICAL SOLUTION OF LINEAR AND NON-LINEAR SYSTEMS
- HALIL ZEYBEK; IHSAN TIMUCIN DOLAPCI; Abdullah Gul University; Celal Bayar University; (Journal of Applied Mathematics and Informatics, v.35, 2017, pp.165-180)
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5
- Control of the linear systems under uncertainty
- Dmitriy V. Dolgy; Far Eastern Federal University; (Advanced Studies in Contemporary Mathematics, v.23, 2013, pp.423-429)
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6
- On controllability of linear interval dynamical systems
- Dmitriy V. Dolgy; 광운대학교; (Advanced Studies in Contemporary Mathematics, v.26, 2016, pp.165-173)
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7
- Eigenstructure Assignment for Linear Systems with Probabilistic Uncertainties
- 서영봉; 최재원; 이달호; 부산대학교; 부산대학교; 경원대학교; (Journal of Mechanical Science and Technology, v.18, 2004, pp.933-945)
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8
- ESOR method with diagonal preconditioners for SPD linear systems
- 오세영; 윤재헌; 김겸순; 충남대학교; 충북대학교; 충북대학교; (Journal of Applied Mathematics and Informatics, v.33, 2015, pp.111-118)
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9
- Block iterative methods for fuzzy linear systems
- Ke Wang; Bing Zheng; Lanzhou University, P.R. China; Lanzhou University, P.R. China; (Journal of Applied Mathematics and Informatics, v.25, 2007, pp.119-136)
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- Improved Stability Criteria for Linear Systems with Time-varying Delay
- 권오민; 박주현; 이상문; 충북대학교; 영남대학교; 대구대학교; (전기학회논문지ABCD, v.59, 2010, pp.2284-2291)
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