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초록· 키워드
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This paper deals with the existence of optimal controls and
maximal principles for semilinear evolution equations with the nonlinear
term satisfying Lipschitz continuity. We also present the necessary
conditions of optimality which are described by the adjoint state corresponding
to the linear equations without a condition of differentiability
for nonlinear term.
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참고문헌 (9)
참고문헌 신청
A. V. Balakrishnan / 1971 / A computational approach to the maximum principle / Journal of Computer and System Sciences 5 : 163 ~ 191
B. Blackadar / 1986 / K-Theory for Operator Algebras, Mathematical Sciences Research Institute Publications / Springer-Verlag : 5 ~
G. Di Blasio / 1984 / L2-regularity for parabolic partial integrodifferential equations with delay in the highest-order derivatives / Journal of Mathematical Analysis and App
H. Tanabe / 1979 / Equations of Evolution, Monographs and Studies in Mathematics / Pitman : 6 ~
J. M. Jeong / 1999 / Approximate controllability for semilinear retarded functional-differential equations / Journal of Dynamical and Control Systems 5 (3) : 329 ~ 346
B. Blackadar / 1986 / K-Theory for Operator Algebras, Mathematical Sciences Research Institute Publications / Springer-Verlag : 5 ~
G. Di Blasio / 1984 / L2-regularity for parabolic partial integrodifferential equations with delay in the highest-order derivatives / Journal of Mathematical Analysis and App
H. Tanabe / 1979 / Equations of Evolution, Monographs and Studies in Mathematics / Pitman : 6 ~
J. M. Jeong / 1999 / Approximate controllability for semilinear retarded functional-differential equations / Journal of Dynamical and Control Systems 5 (3) : 329 ~ 346
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