A Hölder condition for Brownian local time

Optimal results for a time-fractional inverse diffusion problem under the Hölder type source condition

‎In the present paper we consider a time-fractional inverse diffusion problem‎, ‎where data is given at $x=1$ and the solution is required in the interval $0

A lfo 1 der Condition for the Local Time of the Brownian Sheet

Structured Hölder Condition Numbers for Multiple Eigenvalues

The sensitivity of a multiple eigenvalue of a matrix under perturbations can be measured by its Hölder condition number. Various extensions of this concept are considered. A meaningful notion of structured Hölder condition numbers is introduced and it is shown that many existing results on structured condition numbers for simple eigenvalues carry over to multiple eigenvalues. The structures inv...

optimal results for a time-fractional inverse diffusion problem under the hölder type source condition

‎in the present paper we consider a time-fractional inverse diffusion problem‎, ‎where data is given at $x=1$ and the solution is required in the interval $0

Brownian Excursion Conditioned on Its Local Time