Symmetric duality with pseudo-invexity in variational problems ^* Research supported in part by KOSEF Research Grant 91-08-00-03 $ef:

Abstract

We formulate a pair of symmetric dual variational problems different from the one presented by SMART and MOND [8]. And we prove the weak, strong and converse duality for these problems, using the continuous version of pseudo-invexity which is a generalization of that of invexity, and give the weak, strong and converse duality under the pseudo-invexity assumptions for the static case of our continuous results

Keywords:

• Symmetric Duality
• Pseudo-Invexity
• Variational Problems

^*Research supported in part by KOSEF Research Grant 91-08-00-03

^*Research supported in part by KOSEF Research Grant 91-08-00-03

Notes

^*Research supported in part by KOSEF Research Grant 91-08-00-03