25 citations · 31 across the 3 of their papers we have counts for
Showing math-phShow all
3 papers · 1 filter
math-ph2005★ 25 cited
Reciprocal relativity of noninertial frames and the quaplectic group
Stephen G. Low
Newtonian mechanics has the concept of an absolute inertial rest frame. Special relativity eliminates the absolute rest frame but continues to require the absolute inertial frame.…
math-ph2005★ 6 cited
Poincare and Heisenberg quantum dynamical symmetry: Casimir invariant field equations of the quaplectic group
Stephen G. Low
The unitary irreducible representations of a Lie group defines the Hilbert space on which the representations act. If this Lie group is a physical quantum dynamical symmetry group,…
math-ph2004
Canonically relativistic quantum mechanics: Casimir field equations of the quaplectic group
S. G. Low
The Hilbert space of the unitary irreducible representations of a Lie group that is a quantum dynamical group are identified with the quantum state space. Hermitian representation…