I've derived a way to resolve the relativistic temperature transformation ambiguity by applying a Hamiltonian constraint (v = dE/dp). I'm looking for a technical critique of the mathematical consistency. Full derivation here: https://doi.org/10.5281/zenodo.10985040 Does the variation under this constraint hold up for a partition function in Minkowski space?
I've derived a way to resolve the relativistic temperature transformation ambiguity by applying a Hamiltonian constraint (v = dE/dp). I'm looking for a technical critique of the mathematical consistency. Full derivation here: https://doi.org/10.5281/zenodo.10985040 Does the variation under this constraint hold up for a partition function in Minkowski space?
I've derived a way to resolve the relativistic temperature transformation ambiguity by applying a Hamiltonian constraint (v = dE/dp). I'm looking for a technical critique of the mathematical consistency. Full derivation here: https://doi.org/10.5281/zenodo.10985040 Does the variation under this constraint hold up for a partition function in Minkowski space?