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Z2×Z2-graded mechanics: the classical theory

The European physical journal. C, Particles and fields, 2020-07, Vol.80 (7)

2020

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Z2×Z2-graded mechanics: The quantization

Nuclear physics. B, 2021-06, Vol.967, p.115426, Article 115426

2021

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Four types of (super)conformal mechanics: D-module reps and invariant actions

Journal of mathematical physics, 2014-06, Vol.55 (6)

2014

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From worldline to quantum superconformal mechanics with and without oscillatorial terms: D(2,1;α) and sl(2|1) models

Physical review. D, 2017-09, Vol.96 (6)

2017

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The quasi-nonassociative exceptional F (4) deformed quantum oscillator

Journal of mathematical physics, 2018-02, Vol.59 (2)

2018

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ℓ-oscillators from second-order invariant PDEs of the centrally extended conformal Galilei algebras

Journal of mathematical physics, 2015-03, Vol.56 (3)

2015

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On the spectrum-generating superalgebras of the deformed one-dimensional quantum oscillators

Journal of mathematical physics, 2019-04, Vol.60 (4)

2019

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Invariant partial differential equations with two-dimensional exotic centrally extended conformal Galilei symmetry

Journal of mathematical physics, 2016-04, Vol.57 (4), p.41701

2016

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Chiral and real N = 2 supersymmetric l-conformal Galilei algebras

Journal of mathematical physics, 2013-09, Vol.54 (9), p.1

2013

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Minimal representations of supersymmetry and 1D N-extended [sigma] models

Physics of atomic nuclei, 2010-03, Vol.73 (3), p.541

Toppan, F

2010

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On the classification of N-extended supersymmetric quantum mechanical systems

Journal of mathematical physics, 2001-11, Vol.42 (11), p.5257-5271

2001

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Chiral and real ${\cal N}=2$ N = 2 supersymmetric ℓ-conformal Galilei algebras

Journal of mathematical physics, 2013-09, Vol.54 (9)

2013

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Twist deformation of rotationally invariant quantum mechanics

Journal of mathematical physics, 2010-11, Vol.51 (11), p.112102-112102-15

2010

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mathbb{Z}_2\times \mathbb{Z}_2$-graded Lie symmetries of the Lévy-Leblond equations

Progress of theoretical and experimental physics, 2016-12, Vol.2016 (12), p.123

2016

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Invariant partial differential equations of conformal Galilei algebra as deformations: cryptohermiticity and contractions

Progress of theoretical and experimental physics, 2016-08, Vol.2016 (8), p.83

2016

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Snyder noncommutativity and pseudo-Hermitian Hamiltonians from a Jordanian twist

Journal of mathematical physics, 2011-06, Vol.52 (6), p.062105-062105-9

2011

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Z 2 × Z 2 -graded mechanics: The quantization

Nuclear physics. B, 2021-06, Vol.967, p.115426, Article 115426

2021

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Noncommutative oscillators from a Hopf algebra twist deformation. A first principles derivation

Journal of mathematical physics, 2011-03, Vol.52 (3), p.032102-032102-16

2011

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graded mechanics: the classical theory

The European physical journal. C, Particles and fields, 2020-07, Vol.80 (7)

2020

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{{\mathbb {Z}}}_2\times {{\mathbb {Z}}}_2$$-graded mechanics: the classical theory

The European physical journal. C, Particles and fields, 2020-07, Vol.80 (7), Article 668

2020

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{{\ bb {Z}}}_2$$ Z2×Z2 -graded mechanics: the classical theory

The European physical journal. C, Particles and fields, 2020-07, Vol.80 (7), p.1-14

2020

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Extended Supersymmetries in One Dimension

Acta polytechnica (Prague, Czech Republic : 1992), 2008-01, Vol.48 (2)

Toppan, F.

2008

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On the Octonionic Superconformal M-Algebra

International journal of modern physics. A, Particles and fields, gravitation, cosmology, 2003-05, Vol.18 (12), p.2135-2141

Toppan, F.

2003

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Quaternionic and Octonionic Spinors

AIP conference proceedings, 2005, Vol.767 (1), p.316-329

Toppan, F

2005

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Drinfel'd twist and Noncommutative oscillators

Journal of physics. Conference series, 2012-01, Vol.343 (1), p.12061-6

2012

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Z2×Z2-graded mechanics: the classical theory

Z2×Z2-graded mechanics: The quantization

Four types of (super)conformal mechanics: D-module reps and invariant actions

From worldline to quantum superconformal mechanics with and without oscillatorial terms: D(2,1;α) and sl(2|1) models

The quasi-nonassociative exceptional F (4) deformed quantum oscillator

ℓ-oscillators from second-order invariant PDEs of the centrally extended conformal Galilei algebras

On the spectrum-generating superalgebras of the deformed one-dimensional quantum oscillators

Invariant partial differential equations with two-dimensional exotic centrally extended conformal Galilei symmetry

Chiral and real N = 2 supersymmetric l-conformal Galilei algebras

Minimal representations of supersymmetry and 1D N-extended [sigma] models

On the classification of N-extended supersymmetric quantum mechanical systems

Chiral and real ${\cal N}=2$ N = 2 supersymmetric ℓ-conformal Galilei algebras

Twist deformation of rotationally invariant quantum mechanics

mathbb{Z}_2\times \mathbb{Z}_2$-graded Lie symmetries of the Lévy-Leblond equations

Invariant partial differential equations of conformal Galilei algebra as deformations: cryptohermiticity and contractions

Snyder noncommutativity and pseudo-Hermitian Hamiltonians from a Jordanian twist

Z 2 × Z 2 -graded mechanics: The quantization

Noncommutative oscillators from a Hopf algebra twist deformation. A first principles derivation

graded mechanics: the classical theory

{{\mathbb {Z}}}_2\times {{\mathbb {Z}}}_2$$-graded mechanics: the classical theory

{{\ bb {Z}}}_2$$ Z2×Z2 -graded mechanics: the classical theory

Extended Supersymmetries in One Dimension

On the Octonionic Superconformal M-Algebra

Quaternionic and Octonionic Spinors

Drinfel'd twist and Noncommutative oscillators

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