Towards Lagrangian construction for infinite half-integer spin field
I. L. Buchbinder, Sergey Fedoruk, A. P. Isaev, V.A. Krykhtin
Abstract
We formulate the conditions for the generalized fields in the space with additional commuting Weyl spinor coordinates which define the infinite half-integer spin representation of the four-dimensional Poincaré group. Using this formulation we develop the BRST approach and derive the Lagrangian for the half-integer infinite spin fields.
Topics & Concepts
Integer (computer science)SpinorLagrangianMathematicsSpin (aerodynamics)Half-integerBRST quantizationMathematical physicsPure mathematicsAlgebra over a fieldPhysicsQuantum mechanicsGauge theoryComputer scienceThermodynamicsProgramming languageBlack Holes and Theoretical PhysicsNoncommutative and Quantum Gravity TheoriesParticle physics theoretical and experimental studies