Opérateurs linéaires bornés

dc.contributor.authorChabane, Messaouda
dc.contributor.authorHamati, Mouna
dc.contributor.authorKina, Mouna
dc.date.accessioned2023-06-21T10:40:47Z
dc.date.available2023-06-21T10:40:47Z
dc.date.issued2014-06
dc.descriptionmémoire licence matumatuqueen_US
dc.description.abstractي رٌي المركسة حطسقىا إلى دزاست مدخل الى وظسيت المؤثساث، إذ دزسىا في اٍ المؤثساث المحد دَة على الفضاءاث المجسدة خَاصت فضاء لٌبسث، كما دزسىا خ اُص اٍ حَطبيقاح اٍ في حل المسائل السياضيت. إن ما دزسىاي في رٌي المركسة مه حطبيقاث لا يشمل كل حطبيقاث المؤثساث المحد دَة، رٌَا ما يلفج الاوخباي إلى ضس زَة إعطائ اٍ أ مٌيت أكبس لغسض حطبيقاث أكثس أَدق.In this project we talked about an introduction to the theory of spectrum, since we studied the bounded operators to the abstracts spaces and privately Hilbert space, as we studied their properties and their applications for solving the mathematical problems. What we have studied in these project of applications do not include all the applications of the bounded operators, and this is what draws attention to the need to give greater importance for the purpose more and more accurate applicationen_US
dc.identifier.urihttp://dspace.univ-eloued.dz/handle/123456789/26738
dc.language.isofren_US
dc.publisheruniversity of eloued جامعة الواديen_US
dc.relation.ispartofseriesL510/;
dc.subjectمؤثس المحد دَ، قسيه، قسيه لىفس ،ً طيف، مؤثس مخساص.en_US
dc.subjectbounded operator, adjoint, self-adjoint, spectrum, compact operator.en_US
dc.titleOpérateurs linéaires bornésen_US
dc.typeOtheren_US

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