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Cubic Interactions of Bosonic Higher Spin Gauge
, 2002
"... The dynamics of totally symmetric free massless higher spin fields in AdSd is reformulated in terms of the compensator formalism for AdS gravity. The AdS5 higher spin algebra is identified with the star product algebra with the su(2,2) vector (i.e., o(4,2) spinor) generating elements. Cubic interact ..."
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The dynamics of totally symmetric free massless higher spin fields in AdSd is reformulated in terms of the compensator formalism for AdS gravity. The AdS5 higher spin algebra is identified with the star product algebra with the su(2,2) vector (i.e., o(4,2) spinor) generating elements. Cubic
Topological characteristics of random surfaces generated by cubic interactions
"... Abstract: We consider random topologies of surfaces generated by cubic interactions. Such surfaces arise in various contexts in 2dimensional quantum gravity and as worldsheets of string theory. Our results are most conveniently expressed in terms of a parameter h = n/2+χ, where n is the number of i ..."
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Cited by 5 (0 self)
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Abstract: We consider random topologies of surfaces generated by cubic interactions. Such surfaces arise in various contexts in 2dimensional quantum gravity and as worldsheets of string theory. Our results are most conveniently expressed in terms of a parameter h = n/2+χ, where n is the number
Cubic interaction term for Schnabl’s solution using Padé approximants,” arXiv:0905.2014
"... We evaluate the cubic interaction term in the action of open bosonic string field theory for Schnabl’s solution written in terms of Bernoulli numbers. This computation provides us with a new evidence for the fact that the string field equation of motion is satisfied when it is contracted with the so ..."
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Cited by 11 (8 self)
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We evaluate the cubic interaction term in the action of open bosonic string field theory for Schnabl’s solution written in terms of Bernoulli numbers. This computation provides us with a new evidence for the fact that the string field equation of motion is satisfied when it is contracted
ISBN 9788073780258 © MATFYZPRESS PTSymmetric Field Theory With Cubic Interaction
"... Abstract. An Smatrix in a PTsymmetric fieldtheoretical model with imaginary cubic interaction term is perturbatively calculated and the Feynman rules are derived. This is done in order to illustrate the problems arising from the scalar product redefinition inherent to PTsymmetric quantum theorie ..."
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Abstract. An Smatrix in a PTsymmetric fieldtheoretical model with imaginary cubic interaction term is perturbatively calculated and the Feynman rules are derived. This is done in order to illustrate the problems arising from the scalar product redefinition inherent to PTsymmetric quantum
Results 1  10
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146,333