2 citations · 3 across the 5 of their papers we have counts for
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Non-perturbative analysis of the gravitational energy in Hořava Theory
Jorge Bellorín, Alvaro Restuccia, Adrián Sotomayor
We perform a non-perturbative analysis of the constraints of the Hořava Gravitational theory. In distinction to Einstein gravity the theory has constraints of the first class toget…
Infinite sequence of new conserved quantities for N=1 SKdV and the supersymmetric cohomology
S. Andrea, A. Restuccia, A. Sotomayor
An infinite sequence of new non-local conserved quantities for N=1 Super KdV (SKdV) equation is obtained. The sequence is constructed, via a Gardner trasformation, from a new conse…
New non-local SUSY KdV conservation laws from a recursive gradient algorithm
S. Andrea, A. Restuccia, A. Sotomayor
A complete proof of the recursive gradient approach is presented. It gives a construction of all the hierarchy structures of N=1 Super KdV, including the non-local one. A precise d…
The Gardner Category and Non-local Conservation Laws for N=1 Super KdV
S. Andrea, A. Restuccia, A. Sotomayor
The non-local conserved quantities of N=1 Super KdV are obtained using a complete algebraic framework where the Gardner category is introduced. A fermionic substitution semigroup a…
The Green's Function of the Supersymmetric D=1 Heat Equation
S. Andrea, A. Restuccia, A. Sotomayor
A rigorous treatment is given of the Green's function of the N=1 supersymmetric heat equation in one spatial dimension with a distribution initial value. The asymptotic expansion o…