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Bitwistor formulation of massive spinning particle
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BITWISTOR FORMULATION OF MASSIVE SPINNING PARTICLE
S. Fedoruk
1
and V.G. Zima
2
1 Ukrainian Engineering–Pedagogical Academy, 61003 Kharkiv, 16 Universitetska Str., Ukraine
e-mail: fed@postmaster.co.uk
2 Kharkiv National University, 61077 Kharkiv, 4 Svobody Sq., Ukraine
e-mail: zima@pht.univer.kharkov.ua, zima@postmaster.co.uk
Twistor formulation of massive arbitrary spin particle has been constructed. Twistor space of such particle is formed
two twistors and two complex scalars which form together ‘bosonic supertwistor’. The formulation is deduced from
space–time one for spinning particle by means of introducing auxiliary harmonic variables and consequent partial fixing
of gauges. It is carried out the canonical quantization of twistor massive particle with nonzero spin. It is found the
eigenvalues of Casimir operators on particle states and harmonic expansion of wave function in spectrum.
KEYWORDS: twistors; spinning particle; harmonic variables.
At present the twistor formulations of point-like and extended objects are acquired grate role in modern
particle physics [1-16]. Up to now massless (super)particles was considered in (super)twistor approach in the
main. In this article we construct twistor formulation of massive spinning particle.
At construction of twistor formulation of massive spinning particle it is necessary to solve the question of
describing of massive spinning states in form of twistors. The natural method in resolving this task is introducing
greater than one twistors [1-4], [16] i. e. in some terminology it is obtained the description of massive state in
form of two or more massless states [8]. But the problem of spin description and in fact the right chooses of
variables in twistor formulation, the constraints and Lagrangian are remained not solved finally.
The constructive way to finding of twistor formulation of spinning particle implies using the appropriate
space–time formul
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