Resumen de Solving random mixed heat problems: A random integral transform approach

María Consuelo Casabán Bartual, J.C. Cortés, L. Jódar

• This paper develops a random mean square Fourier transform approach to solve random partial differential heat problems with nonhomogeneous boundary value conditions. Random mean square operational rules for the random Fourier sine and cosine transforms are stated and illustrative examples are included.