Pages that link to "Item:Q2775339"

The following pages link to A geometric model of the arbitrary spin massive particle (Q2775339):

Displaying 21 items.

• Massless particle with rigidity as a model for the description of bosons and fermions (Q257965) (← links)
• Massive spinning particle in any dimension. I: Integer spins (Q1571850) (← links)
• Particle rest masses in multidimensional geometric models (Q1576088) (← links)
• Geometry and dynamics of relativistic particles with rigidity (Q1612714) (← links)
• Orientable objects in relativistic quantum theory (Q1706221) (← links)
• Quantum twist-deformed \(D = 4\) phase spaces with spin sector and Hopf algebroid structures (Q1716696) (← links)
• Spinning-particle model for the Dirac equation and the relativistic \textit{Zitterbewegung} (Q1933090) (← links)
• On the world sheet of anyon in the external electromagnetic field (Q2144938) (← links)
• The spinning particles -- classical description (Q2210540) (← links)
• \(CPT\) groups of higher spin fields (Q2276393) (← links)
• Massive twistor particle with spin generated by Souriau-Wess-Zumino term and its quantization (Q2402043) (← links)
• Three-forms, dualities and membranes in four-dimensional supergravity (Q2413668) (← links)
• High spin particles with spin-mass coupling (Q2425785) (← links)
• High-spin particles with spin-mass coupling. II (Q2425787) (← links)
• A model of the extended object as an elementary particle. (Q2750696) (← links)
• NONRELATIVISTIC SPIN: <i>à la</i> BEREZIN–MARINOV QUANTIZATION ON A SPHERE (Q3062826) (← links)
• A UNIFORM MODEL OF THE MASSIVE SPINNING PARTICLE IN ANY DIMENSION (Q4528576) (← links)
• The geometro-hydrodynamical formalism of the quantum spinning particle (Q5156757) (← links)
• MAXWELL FIELD ON THE POINCARÉ GROUP (Q5692898) (← links)
• Manifestly covariant worldline actions from coadjoint orbits. I: Generalities and vectorial descriptions (Q6117916) (← links)
• Cubic action for spinning black holes from massive higher-spin gauge symmetry (Q6491975) (← links)