The following publications are possibly variants of this publication:
- Random Airy type differential equations: Mean square exact and numerical solutionsJ. C. Cortés, Lucas Jódar, F. Camacho, L. Villafuerte. cma, 60(5):1237-1244, 2010. [doi]
- Solving random mean square fractional linear differential equations by generalized power series: Analysis and computingClara Burgos, Juan Carlos Cortés, Laura Villafuerte, Rafael J. Villanueva. jcam, 339:94-110, 2018. [doi]
- Solving a class of random non-autonomous linear fractional differential equations by means of a generalized mean square convergent power seriesClara Burgos, Julia Calatayud Gregori, Juan Carlos Cortés, L. Villafuerte 0001. appml, 78:95-104, 2018. [doi]
- Some recommendations for applying gPC (generalized polynomial chaos) to modeling: An analysis through the Airy random differential equationBenito M. Chen-Charpentier, J. C. Cortés, J. V. Romero, María Dolores Roselló. amc, 219(9):4208-4218, 2013. [doi]
- Mean square convergent numerical solutions of random fractional differential equations: Approximations of moments and densityClara Burgos, Juan Carlos Cortés, L. Villafuerte, Rafael J. Villanueva. jcam, 378:112925, 2020. [doi]
- Solving linear and quadratic random matrix differential equations using: A mean square approach. The non-autonomous caseM. Consuelo Casabán, Juan Carlos Cortés, Lucas Jódar. jcam, 330:937-954, 2018. [doi]
- A comparative study of the numerical approximation of the random Airy differential equationJ. C. Cortés, Lucas Jódar, J. V. Romero, María Dolores Roselló. cma, 62(9):3411-3417, 2011. [doi]