J. Luchesi

most citedFormulation of problems for stationary dispersive equations of higher orders on bounded intervals with general boundary conditions

1 citations · 1 across the 1 of their papers we have counts for

collaborators

3 papers

math.AP2019★ 1 cited

Formulation of problems for stationary dispersive equations of higher orders on bounded intervals with general boundary conditions

Jackson Luchesi, Nikolai A. Larkin

Boundary value problems for linear stationary dispersive equations of order $2 l + 1$ , $l \in N$ have been considered on finite intervals $(0, L)$ . The existence and uniqueness…

math.AP2018

Generalized dispersive equations of higher orders posed on bounded intervals: local theory

Jackson Luchesi, Nikolai A. Larkin

Initial-boundary value problems for nonlinear dispersive equations of evolution of order $2 l + 1, l \in N$ with a convective term of the form $u^{k} u_{x}, k \in N$ have b…

math.AP2018

Higher-order stationary dispersive equations on bounded intervals: a relation between the order of an equation and the growth of its convective term

Jackson Luchesi, Nikolai A. Larkin

A boundary value problem for a stationary nonlinear dispersive equation of order $2 l + 1 l \in N$ with a convective term in the form $u^{k} u_{x} k \in N$ was cons…