R. Blaya

activity

20192026

most citedOn a Generalized Lamé-Navier system in

R^{3}

11 citations · 30 across the 15 of their papers we have counts for

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math.AP2025

Constructing steering-type solutions for higher order Cauchy-Riemann equations in $R^{m + 1}$

Daniel Alfonso Santiesteban, Dixan Peña Peña, Ricardo Abreu Blaya

The multidimensional Cauchy-Riemann operator provides a framework for studying higher order partial differential equations in $R^{m + 1}$ , whose solutions include polymonoge…

math.AP2025

Jump problem for generalized Lamé-Navier systems in $R^{m}$

Daniel Alfonso Santiesteban, Ricardo Abreu Blaya, Daniel Alpay

This paper is devoted to study a fundamental system of equations in Linear Elasticity Theory: the famous Lamé-Navier system. The Clifford algebra language allows us to rewrite this…

Constructing steering-type solutions for higher order Cauchy-Riemann equations in Rm+1

Jump problem for generalized Lamé-Navier systems in Rm

Constructing steering-type solutions for higher order Cauchy-Riemann equations in $R^{m + 1}$

Jump problem for generalized Lamé-Navier systems in $R^{m}$