Author(s)

D. N. Vyas

Department of Basic & Applied Sciences, M. L. V. Textile & Engineering College, Bhilwara, India.

In the present paper, we discuss the solution of Euler-Darboux equation in terms of Dirichlet averages of boundary conditions on H?lder space and weighted H?lder spaces of continuous functions using Riemann-Liouville fractional integral operators. Moreover, the results are interpreted in alternative form.

Fractional Integral Operators, Dirichlet Averages, Hölder Space

Vyas, D. (2016) Dirichlet Averages, Fractional Integral Operators and Solution of Euler-Darboux Equation on Hölder Spaces. Applied Mathematics, 7, 1498-1503. doi: 10.4236/am.2016.714129.