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BRST theory without hamiltonian and lagrangian

Simon L. Lyakhovich1 and Alexey A. Sharapov1

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[1]

Local BRST cohomologyin(non-)Lagrangian field theory

D. S. Kaparulin et al  Journal of High Energy Physics 2011  2011 6
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[2]

Rigid symmetries and conservation laws in non-Lagrangian field theory

D. S. Kaparulin et al  Journal of Mathematical Physics 2010  51 082902
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[3]

Normal forms and gauge symmetry of local dynamics

S. L. Lyakhovich and A. A. Sharapov  Journal of Mathematical Physics 2009  50 083510
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[4]

Fedosov quantization of Lagrange–Finsler and Hamilton–Cartan spaces and Einstein gravity lifts on (co) tangent bundles

Mihai Anastasiei and Sergiu I. Vacaru  Journal of Mathematical Physics 2009  50 013510
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[5]

Deformation quantization of nonholonomic almost Kähler models and Einstein gravity

Sergiu I. Vacaru  Physics Letters A 2008  372 2949
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[6]

Quantizing non-Lagrangian gauge theories: an augmentation method

Simon L. Lyakhovich and Alexei A. Sharapov  Journal of High Energy Physics 2007  2007 047
IOPscience 
[7]

Schwinger-Dyson equation for non-Lagrangian field theory

Simon L. Lyakhovich and Alexei A. Sharapov  Journal of High Energy Physics 2006  2006 007
IOPscience 
[8]

Lagrange structure and quantization

Peter O. Kazinski et al  Journal of High Energy Physics 2005  2005 076
IOPscience 
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