The Maximum Principle for Relaxed Hereditary Differential Systems with Function Space end Condition

This publication has 31 references indexed in Scilit:

• Regularization of Lagrange multipliers for time delay systems with fixed final state
  Published by Springer Nature ,2005
• Stable and Regular Reachability for Relaxed Hereditary Differential Systems
  SIAM Journal on Control and Optimization, 1982
• A penalty function proof of a Lagrange multiplier theorem with application to linear delay systems
  Applied Mathematics & Optimization, 1981
• Optimal control of delay systems with a final function condition
  International Journal of Control, 1980
• A penalty function proof of the maximum principle
  Applied Mathematics & Optimization, 1975
• Application of neustadt's theory of extremals to an optimal control problem with a functional differential equation and a functional inequality constraint
  Applied Mathematics & Optimization, 1975
• Application of abstract variational theory to hereditary systems--A survey
  IEEE Transactions on Automatic Control, 1974
• An attainable sets approach to optimal control of functional differential equations with function space terminal conditions
  Journal of Differential Equations, 1973
• Control of Functional Differential Equations of Retarded and Neutral Type to Target Sets in Function Space
  SIAM Journal on Control, 1972
• CONTROL OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH FUNCTION SPACE BOUNDARY CONDITIONS
  Published by Elsevier ,1972