activity
20172020
most citedOn Non-Linear Quantum Mechanics and the Measurement Problem II. The Random Part of the Wavefunction

1 citations · 2 across the 3 of their papers we have counts for

collaborators

5 papers

quant-ph2020

On Non-Linear Quantum Mechanics, Space-Time Wavefunctions, and Compatibility with General Relativity

W. David Wick

In previous papers I expounded non-linear Schrodingerist quantum mechanics as a solution of the Measurement Problem. Here I show that NLQM is compatible with Einstein's theory of G…

quant-ph2019

On Non-Linear Quantum Mechanics and the Measurement Problem IV. Experimental Tests

W. David Wick

I discuss three proposed experiments that could in principle locate the boundary between the classical and quantum worlds, as well as distinguish the Hamiltonian theory presented i…

quant-ph2018

On Non-Linear Quantum Mechanics and the Measurement Problem III. Poincare Probability and ... Chaos?

W. David Wick

Paper I of this series introduced a nonlinear version of quantum mechanics that blocks cats, and paper II postulated a random part of the wavefunction to explain outcomes in experi…

quant-ph20171 cited

On Non-Linear Quantum Mechanics and the Measurement Problem II. The Random Part of the Wavefunction

W. David Wick

In the first paper of this series, I introduced a non-linear, Hamiltonian, generalization of Schroedinger's theory that blocks formation of macroscopic dispersion ("cats"). But tha…

quant-ph20171 cited

On Non-linear Quantum Mechanics and the Measurement Problem I. Blocking Cats

W. David Wick

Working entirely within the Schroedinger paradigm, meaning wavefunction only, I present a modification of his theory that prevents formation of macroscopic dispersion (MD; "cats").…