Massless representation of massive superfields and tree amplitudes with the pure spinor formalism
Massless representation of massive superfields and tree amplitudes with the pure spinor formalism
We construct the unintegrated vertex operator at the first mass level of the open superstring from the OPE of massless vertices. Using BRST cohomology manipulations, the tree amplitude of two massless and one massive state is rewritten in terms of the pure spinor superspace kinematic expression of the massless four-point amplitude at the α′2 level. A generalization relating the partial n-point tree amplitudes with one massive state and linear combinations of the α′2 corrections to n+1 massless amplitudes is found and shown to be consistent with unitarity.
hep-th
Kashyap, Sitender Pratap
2439c611-b9f3-444e-83a2-c1a98a1c110a
Mafra, Carlos R.
5a40c14f-0ddb-4c0c-9ce5-acabc537cd01
Verma, Mritunjay
eefb3825-946d-406e-9f92-c80ba123a3bb
Ypanaqué, Luis
8cdb580b-e30a-4542-963b-142dcdb75e65
2 July 2024
Kashyap, Sitender Pratap
2439c611-b9f3-444e-83a2-c1a98a1c110a
Mafra, Carlos R.
5a40c14f-0ddb-4c0c-9ce5-acabc537cd01
Verma, Mritunjay
eefb3825-946d-406e-9f92-c80ba123a3bb
Ypanaqué, Luis
8cdb580b-e30a-4542-963b-142dcdb75e65
[Unknown type: UNSPECIFIED]
Abstract
We construct the unintegrated vertex operator at the first mass level of the open superstring from the OPE of massless vertices. Using BRST cohomology manipulations, the tree amplitude of two massless and one massive state is rewritten in terms of the pure spinor superspace kinematic expression of the massless four-point amplitude at the α′2 level. A generalization relating the partial n-point tree amplitudes with one massive state and linear combinations of the α′2 corrections to n+1 massless amplitudes is found and shown to be consistent with unitarity.
Text
2407.02436v1
- Author's Original
Available under License Other.
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e-pub ahead of print date: 2 July 2024
Published date: 2 July 2024
Additional Information:
36pp
Keywords:
hep-th
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Local EPrints ID: 492175
URI: http://eprints.soton.ac.uk/id/eprint/492175
PURE UUID: 1487dde5-ba68-4aab-8aa3-a27f052aa5bc
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Date deposited: 19 Jul 2024 16:30
Last modified: 31 Jul 2024 01:46
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Author:
Sitender Pratap Kashyap
Author:
Mritunjay Verma
Author:
Luis Ypanaqué
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