عرض عادي
عرض مارك
Théorie du point fixe multivoques et applications aux inclusions différentielles (رقم التسجيلة. 13169)
[ عرض عادي ]
| 100 1# - 100 | |
|---|---|
| a | Ahmed, Ali |
| 245 00 - 245 | |
| a | Théorie du point fixe multivoques et applications aux inclusions différentielles |
| 260 ## - 260 | |
| b | |
| c | 2022 |
| 942 ## - 942 | |
| c | THESIS |
| 999 ## - 999 | |
| c | 13169 |
| d | 13169 |
| 952 ## - 952 | |
| 9 | 34520 |
| a | MAIN |
| b | MAIN |
| d | 2026-06-02 |
| o | TD510/007/01 |
| p | MAIN-1-11836 |
| y | THESIS |
| 520 ## - 520 | |
| -- | In this thesis we established a common fixed point theorem for two hybrid pairs of single valued and multivalued mappings via subsequential continuity and d-compatibility, and we also prove the existence of a multivalued fixed point, by combining some new types of contractions , like the Geraghty type contractions with q-contraction and the notions of ?,h-admissible, certain consequences are given in metric spaces endowed with partial order or with graph.<br/>Finally, we apply the results obtained to study the problem of the existence of the solution of fractional differential inclusions, and of a system of integral inclusions of the Volterra type |
| 650 #4 - 650 | |
| -- | /Thǒrie//du//point//fixe//multivoques//et//applications//aux//inclusions//diffřentielles/ |
| 700 1# - 700 | |
| -- | Beloul, Said |
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