Pages that link to "Item:Q2475648"
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The following pages link to The York map as a Shanmugadhasan canonical transformation in tetrad gravity and the role of non-inertial frames in the geometrical view of the gravitational field (Q2475648):
Displaying 16 items.
- ADM pseudotensors, conserved quantities and covariant conservation laws in general relativity (Q436265) (← links)
- The relativity of inertia and reality of nothing (Q652799) (← links)
- Spin-rotation couplings: spinning test particles and Dirac field (Q934869) (← links)
- The York map is a canonical transformation (Q1074147) (← links)
- Initial-data formulation of tetrad gravity utilizing York's extrinsic time approach (Q1915381) (← links)
- The York map as a Shanmugadhasan canonical transformation in tetrad gravity and the role of non-inertial frames in the geometrical view of the gravitational field (Q2475648) (← links)
- Non-inertial Frames in Special and General Relativity (Q2798634) (← links)
- Killing symmetries as Hamiltonian constraints (Q2805564) (← links)
- Hamiltonian ADM Gravity in Non-Harmonic Gauges with Well Defined Non-Euclidean 3-Spaces: How Much Darkness can be Explained as a Relativistic Inertial Effect? (Q2908934) (← links)
- Hamiltonian expression of curvature tensors in the York canonical basis: (i) Riemann tensor and Ricci scalars (Q2925869) (← links)
- Hamiltonian expression of curvature tensors in the York canonical basis: (ii) Weyl tensor, Weyl scalars, Weyl eigenvalues and the problem of the observables of the gravitational field (Q2925870) (← links)
- RELATIVISTIC ATOMIC PHYSICS: FROM ATOMIC CLOCK SYNCHRONIZATION TOWARDS RELATIVISTIC ENTANGLEMENT (Q3397895) (← links)
- CHARGED PARTICLES AND THE ELECTRO-MAGNETIC FIELD IN NONINERTIAL FRAMES OF MINKOWSKI SPACE–TIME II: "APPLICATIONS: ROTATING FRAMES, SAGNAC EFFECT, FARADAY ROTATION, WRAP-UP EFFECT" (Q3552530) (← links)
- Canonical ADM tetrad gravity: From metrological inertial gauge variables to dynamical tidal Dirac observables (Q5247560) (← links)
- On the relativistic micro-canonical ensemble and relativistic kinetic theory for N relativistic particles in inertial and non-inertial rest frames (Q5255218) (← links)
- CHARGED PARTICLES AND THE ELECTRO-MAGNETIC FIELD IN NONINERTIAL FRAMES OF MINKOWSKI SPACE-TIME I: ADMISSIBLE 3 + 1 SPLITTINGS OF MINKOWSKI SPACE-TIME AND THE NONINERTIAL REST FRAMES (Q5306179) (← links)
