Title of article
Mittag-Lefflers Function and Stochastic Linear Volterra Equations of Convolution Type
Author/Authors
Bonaccorsi، S. نويسنده , , Tubaro، L. نويسنده ,
Pages
-60
From page
61
To page
0
Abstract
We consider the class of stochastic linear Volterra equations of convolution type defined by fractional integration kernels g (t)={ 1 ( ) }t -1, (0,2). Using an explicit formula for the scalar resolvent function, we establish the basic properties of the tochastic convolution process WS. Our formulas are given in terms of the Mittag-Lefflerʹs function
Keywords
Number of real zeros , Random algebraic polynomial , Expected density , Gaussian coefficients , Secondary 60G99 , Primary 60H42
Journal title
Astroparticle Physics
Record number
65557
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