{"id":7975,"date":"2016-04-14T12:29:36","date_gmt":"2016-04-14T08:29:36","guid":{"rendered":"http:\/\/www.imm.az\/exp\/?p=7975"},"modified":"2016-04-14T12:29:36","modified_gmt":"2016-04-14T08:29:36","slug":"the-institute-seminar-on-representability-of-cauchy-type-integrals-of-finite-complex-measures-on-the-real-axis-in-terms-of-their-boundary-values","status":"publish","type":"post","link":"https:\/\/www.imm.az\/exp\/2016\/04\/14\/the-institute-seminar-on-representability-of-cauchy-type-integrals-of-finite-complex-measures-on-the-real-axis-in-terms-of-their-boundary-values\/","title":{"rendered":"The Institute seminar on\u00a0\u201d Representability of Cauchy type integrals of finite complex measures on the real axis in terms of their boundary values \u201c"},"content":{"rendered":"

The weekly Wednesday seminar on April 13, 2016, 10.00 a.m., featured a report by senior scientific researcher of the department \u201cTheory of functions\u201d Rashid Avazaga oglu Aliev. Topic: \u201d Representability of Cauchy type integrals of finite complex measures on the real axis in terms of their boundary values \u201c.
\nThe report was\u00a0devoted to the properties of generalized integrals on the real axis, the properties of Hilbert transform of finite complex measures (using the concept of generalized integrals) and representability of Cauchy type integrals of finite complex measures on the real axis in terms of their boundary values.<\/p>\n