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1 |
Can the zero-point energy of the quantized harmonic oscillator be lower?
Kastrup, H. A.. - Hamburg : Deutsches Elektronen-Synchrotron (DESY), December 2020
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2 |
Wigner functions for angle and orbital angular momentum
Kastrup, H. A.. - Hamburg : Deutsches Elektronen-Synchrotron, DESY, February 2017
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3 |
Wigner functions for the pair angle and orbital angular momentum
Kastrup, H. A.. - Hamburg : Deutsches Elektronen-Synchrotron DESY, October 2017
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4 |
On the advancements of conformal transformations and their associated symmetries in geometry and theoretical physics
Kastrup, H. A.. - Hamburg : DESY, 2008
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5 |
A new look at the quantum mechanics of the harmonic oscillator
Kastrup, H. A.. - Hamburg : DESY, 2006
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6 |
Quantization of the canonically conjugate pair angle and orbital angular momentum
Kastrup, H. A.. - Hamburg : DESY, 2005
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7 |
Quantization of the optical phase space S2= _424 φ [phi] mod 2 π [pi], I > 0_425 in terms of the group SO↑ (1, 2)
Kastrup, H. A.. - Hamburg : DESY, 2003
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8 |
Group theoretical quantization of phase and modulus related to interferences
Kastrup, H. A.. - [Aachen] : [Physikalische Inst.], 2000
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9 |
Mass spectrum and elastic scattering in the massive SU(2)f Schwinger model on the lattice
Gutsfeld, Christoph. - [Aachen] : [Physikalische Inst.], 1999
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10 |
Quantum symmetry reduction for diffeomorphism invariant theories of connections
Bojowald, Martin. - [Aachen] : [Physikalische Inst.], [1999]
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