|Date:||Wed, November 22, 2017|
|Place:||Research I Seminar Room|
Abstract: In this seminar I will present uniqueness results for Fredholm integral equation of the first type with fluxing/mass-pushing kernels. That name is still subjected to changes. I will show that the Fredholm equation has upto one solution in the class of integrable and so called essentially continuous functions. The examples will be provided refering to so previous results. Also I will extend this result for cordial Volterra integral equation for the first type.