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In this paper, we first consider the existence and regularity of solutions of the semilinear control system under natural assumptions such as the local Lipschtiz continuity of nonlinear term. Thereafter, we will also establish the approximate controllability for the equation when the corresponding linear system is approximately controllable.
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참고문헌 (24)
참고문헌 신청
J. P. Aubin / 1963 / Un theoreme de compacite / C. R. Acad. Sci. 256:5042~5044
V. Barbu / 1993 / Analysis and Control of Nonlinear In nite Dimensional Systems / Academic Press Limited
A. E. Bashirov / 1999 / On concepts of controllability for deterministic and stochastic systems / SIAM J. Control Optim. 37(6):1808~1821
M. Benchohra / 2004 / Controllability results for implusive functional differential inclusions / Rep. Math. Phys. 54(2):211~228
M. Benchohra / 2005 / Controllability results for functional semilinear differ-ential inclusion in Frechet spaces / Nonlinear Anal. 61(3):405~423
V. Barbu / 1993 / Analysis and Control of Nonlinear In nite Dimensional Systems / Academic Press Limited
A. E. Bashirov / 1999 / On concepts of controllability for deterministic and stochastic systems / SIAM J. Control Optim. 37(6):1808~1821
M. Benchohra / 2004 / Controllability results for implusive functional differential inclusions / Rep. Math. Phys. 54(2):211~228
M. Benchohra / 2005 / Controllability results for functional semilinear differ-ential inclusion in Frechet spaces / Nonlinear Anal. 61(3):405~423
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