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20052010
most citedRefining the classification of the irreps of the 1D N-Extended Supersymmetry

40 citations · 123 across the 6 of their papers we have counts for

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8 papers · 1 filter

hep-th200928 cited

Second Hopf map and supersymmetric mechanics with Yang monopole

M. Gonzales, Z. Kuznetsova, A. Nersessian +2

We propose to use the second Hopf map for the reduction (via SU(2) group action) of the eight-dimensional N=8 supersymmetric mechanics to five-dimensional supersymmetric systems sp…

hep-th200720 cited

Decomposition and Oxidation of the N-Extended Supersymmetric Quantum Mechanics Multiplets

Zhanna Kuznetsova, Francesco Toppan

We furnish an algebraic understanding of the inequivalent connectivities (computed up to ) of the graphs associated to the irreducible supermultiplets of the N-extended S…

hep-th200740 cited

Refining the classification of the irreps of the 1D N-Extended Supersymmetry

Zhanna Kuznetsova, Francesco Toppan

The linear finite irreducible representations of the algebra of the 1D -Extended Supersymmetric Quantum Mechanics are discussed in terms of their "connectivity" (a symbol encodi…

hep-th2006

Superalgebras of (split-)division algebras and the split octonionic M-theory in (6,5)-signature

Zhanna Kuznetsova, Francesco Toppan

The connection of (split-)division algebras with Clifford algebras and supersymmetry is investigated. At first we introduce the class of superalgebras constructed from any given (s…

hep-th200633 cited

Conversion of second class constraints by deformation of Lagrangian local symmetries

A. A. Deriglazov, Z. Kuznetsova

For a theory with first and second class constraints, we propose a procedure for conversion of second class constraints based on deformation the structure of local symmetries of th…

hep-th2005

Classification of irreps and invariants of the N-extended Supersymmetric Quantum Mechanics

Z. Kuznetsova, M. Rojas, F. Toppan

We present an algorithmic classification of the irreps of the -extended one-dimensional supersymmetry algebra linearly realized on a finite number of fields. Our work is based o…