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Alternative momentum concept for a quantum mechanical particle in a box

M. H. Al-Hashimi and U.-J. Wiese

  • Albert Einstein Center, Institute for Theoretical Physics, University of Bern, 3012 Bern, Switzerland

All Hilbert spaces are the same: Consequences for generalized coordinates and momenta

S. J. van Enk and Daniel A. Steck

Phys. Rev. Research 8 033117 (2026)

Revisiting completeness of the eigenstates of a Hermitian operator for a particle in 1-D: An alternative proof, an alternative description, and the possibility of quantum measurement of the momentum in a box

Shyamal Biswas and Kalyan Brata Chatterjee

Annals of Physics 495 170732 (2026)

Non-Hermitian momentum operator for the particle in a box

Seyong Kim and Alexander Rothkopf

Phys. Rev. Research 6 033156 (2024)

Quantum mechanical bootstrap on the interval: Obtaining the exact spectrum

Lewis Sword and David Vegh

Phys. Rev. D 109 126002 (2024)

On the Exact Solution for the Schrödinger Equation

Yair Mulian

Particles 7 1095 (2024)

Self-adjoint momentum operator for a particle confined in a multi-dimensional cavity

A. Mariani and U.-J. Wiese

Journal of Mathematical Physics 65 042102 (2024)

Soliton Solutions for a Quantum Particle in One-dimensional Boxes

Anjali Jangid, Pooja Devi, Harsh Soni, and Aniruddha Chakraborty

Int J Theor Phys 63 54 (2024)

Bouncing wave packets, Ehrenfest theorem, and uncertainty relation based upon a new concept for the momentum of a particle in a box

I. Albrecht, J. Herrmann, A. Mariani, U.-J. Wiese, and V. Wyss

Annals of Physics 452 169289 (2023)

Observables in Quantum Mechanics and the Importance of Self-Adjointness

Tajron Jurić

Universe 8 129 (2022)

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