Formulation, interpretation and application of non-commutative quantum mechanics von Scholtz, F G, Gouba, L, Hafver, A, Rohwer, C M

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Scattering in a three-dimensional fuzzy space von Kriel, J. N., Groenewald, H. W., Scholtz, F. G.

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Thermodynamics of Fermi gases in three dimensional fuzzy space von Scholtz, F. G., Kriel, J. N., Groenewald, H. W.

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Harmonic oscillator in a background magnetic field in noncommutative quantum phase-space von Ben Geloun, J, Gangopadhyay, Sunandan, Scholtz, F. G

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Spectrum of the non-commutative spherical well von Scholtz, F G, Chakraborty, B, Govaerts, J, Vaidya, S

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Quantum interference on the non-commutative plane and the quantum-to-classical transition von Pittaway, I B, Scholtz, F G

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The entropy of dense non-commutative fermion gases von Kriel, J N, Scholtz, F G

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Eigenvalue distributions from a star product approach von Kriel, J N, Scholtz, F G

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Noncommutative quantum mechanics—a perspective on structure and spatial extent von Rohwer, C M, Zloshchastiev, K G, Gouba, L, Scholtz, F G

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Bound state energies and phase shifts of a non-commutative well von Thom, J D, Scholtz, F G

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Spectral triplets, statistical mechanics and emergent geometry in non-commutative quantum mechanics von Scholtz, F G, Chakraborty, B

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Operator equations and Moyal products–metrics in quasi-Hermitian quantum mechanics von Scholtz, F.G., Geyer, H.B.

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Spectrum of the three-dimensional fuzzy well von Chandra, N, Groenewald, H W, Kriel, J N, Scholtz, F G, Vaidya, S

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Coherent states in noncommutative quantum mechanics von Ben Geloun, J., Scholtz, F. G.

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Supersymmetry breaking in noncommutative quantum mechanics von Geloun, J Ben, Scholtz, F G

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Duality constructions from quantum state manifolds von Kriel, J.N., van Zyl, H.J.R., Scholtz, F.G.

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A new perspective on Kaluza–Klein theories von Horoto, L., Scholtz, F.G.

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Classical dynamics on three-dimensional fuzzy space von Scholtz, FG

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Quasi-Hermitian operators in quantum mechanics and the variational principle von Scholtz, F.G., Geyer, H.B., Hahne, F.J.W.

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Moyal implementation of flow equations—a non-perturbative approach to quantum many-body systems von Kriel, J N, Scholtz, F G, Thom, J D

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