Alimohammady, M., Fattahi, F. (2014). Existence/uniqueness of solutions to Heat equation in extended Colombeau algebra. Sahand Communications in Mathematical Analysis, 01(1), 21-28.

Mohsen Alimohammady; Fariba Fattahi. "Existence/uniqueness of solutions to Heat equation in extended Colombeau algebra". Sahand Communications in Mathematical Analysis, 01, 1, 2014, 21-28.

Alimohammady, M., Fattahi, F. (2014). 'Existence/uniqueness of solutions to Heat equation in extended Colombeau algebra', Sahand Communications in Mathematical Analysis, 01(1), pp. 21-28.

Alimohammady, M., Fattahi, F. Existence/uniqueness of solutions to Heat equation in extended Colombeau algebra. Sahand Communications in Mathematical Analysis, 2014; 01(1): 21-28.

Existence/uniqueness of solutions to Heat equation in extended Colombeau algebra

[1] J. F. Colombeau, New generalized functions and Multiplication of distributions, North-Holland, Amsterdam, 1984.

[2] J. F. Colombeau and A. Y. L. Roux, Multiplications of distributions in elasticity and hydrodynamics, J. Math. Phys., 29 (1988) 315-319.

[3] J. F. Colombeau, Elementary Introduction to New Generalized Functions, North-Holland Math. Studies Vol. 113, North-Holland, Amsterdam, 1985.

[4] D. Rajter-Ciric, Fractional derivatives of Colombeau Generalized stochastic processes defined on R^{+}, Anal. Appl. Discrete Math. 5 (2011) 283-297.

[5] S. G. Samko , On spaces of Riesz potentials, Math. USSR lzvestija, 1976.

[6] M. Stojanovic}, Extension of Colombeau algebra to derivatives of arbitrary order D^{α}, αεR_{+}U{0}. Application to ODEs and PDEs with entire and fractional derivatives, Nonlinear Analysis 5 (2009) 5458-5475.