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The classical phase-space reformulation conjecture for abstract algebraic representations of quantum mechanics
Classical phase-space reformulation conjecture. Whatever abstract algebraic one-time representation of quantum mechanics is invented, with respect to classical computability it can…
Conjectureopencomputability phase-space-methods quantum-mechanicsarXiv posted 2 days ago
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Shifted-path conjecture for zeros of displaced finite-system states
Shifted-path conjecture. Each path of zeros of ${\mathfrak G}(z,t)$ representing $[{cal D}(\alpha,\beta)]^t|g\rangle$ is a shifted version, in both the real and imaginary direction…
Conjectureopenfinite-quantum-systems phase-space-methods zeros-of-functionsarXiv posted 2 days ago

The classical phase-space reformulation conjecture for abstract algebraic representations of quantum mechanics