In this contribution we construct bases of polynomial solutions of the massless field equation in general spin, by means of the Penrose transform. We restrict to the practically relevant case of dimension 4
The arbitrary spin field equations are separated in the Robertson-Walker space-time by the Newmam-Pe...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
A unification in terms of exact solutions for massless Klein-Gordon, Dirac, Maxwell, Rarita-Schwinge...
In this contribution we construct bases of polynomial solutions of the massless field equation in ge...
In this article, we review a construction in the complex geometry often known as the Penrose transfo...
Hughston has shown that projective pure spinors can be used to construct massless solutions in highe...
Abstract. We construct “the Penrose transform ” as an intertwin-ing operator between two different g...
The field equations of the vacuum Quadratic Poincare Gauge Field Theory are expressed in the spin co...
summary:The Penrose transform is discussed for the Dirac equation corresponding to an orthogonal gro...
The massless spin 2 free-field equation is studied in the Robertson–Walker space–time via the Newman...
The separation of variables of the spin-3/2 field equation is performed in detail in the Schwarzschi...
AbstractAn explicit family of solutions to the nonlinear coupled Maxwell-Dirac-Weyl equations in Min...
This advanced text explores the Penrose transform, a major component of classical twistor theory. Ge...
The massless field equations for lower integer and half-integer values of spin in Minkowski space ar...
We give a supersymmetric extension to the six-dimensional Penrose transform and give an integral for...
The arbitrary spin field equations are separated in the Robertson-Walker space-time by the Newmam-Pe...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
A unification in terms of exact solutions for massless Klein-Gordon, Dirac, Maxwell, Rarita-Schwinge...
In this contribution we construct bases of polynomial solutions of the massless field equation in ge...
In this article, we review a construction in the complex geometry often known as the Penrose transfo...
Hughston has shown that projective pure spinors can be used to construct massless solutions in highe...
Abstract. We construct “the Penrose transform ” as an intertwin-ing operator between two different g...
The field equations of the vacuum Quadratic Poincare Gauge Field Theory are expressed in the spin co...
summary:The Penrose transform is discussed for the Dirac equation corresponding to an orthogonal gro...
The massless spin 2 free-field equation is studied in the Robertson–Walker space–time via the Newman...
The separation of variables of the spin-3/2 field equation is performed in detail in the Schwarzschi...
AbstractAn explicit family of solutions to the nonlinear coupled Maxwell-Dirac-Weyl equations in Min...
This advanced text explores the Penrose transform, a major component of classical twistor theory. Ge...
The massless field equations for lower integer and half-integer values of spin in Minkowski space ar...
We give a supersymmetric extension to the six-dimensional Penrose transform and give an integral for...
The arbitrary spin field equations are separated in the Robertson-Walker space-time by the Newmam-Pe...
The paper is devoted to a study of properties of homogeneous solutions of massless field equation in...
A unification in terms of exact solutions for massless Klein-Gordon, Dirac, Maxwell, Rarita-Schwinge...
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