2019
DOI: 10.1088/1475-7516/2019/05/044
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All order α′ corrections to fermionic couplings of D-brane-Anti-D-brane effective actions

Abstract: We first point out to all order α ′ corrections to lower order fermionic couplings and their effective actions of type II super string theory. In order to reveal all symmetries of the particular D-brane Anti-D-brane system, and to construct not only all the singularity structures but also all order α ′ corrections of fermionic couplings to tachyons, we employ all the Conformal Field Theory (CFT) methods to a six point function. Basically, we construct all the correlation functions of four spin operators and tw… Show more

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Cited by 3 publications
(2 citation statements)
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“…We note that unless the field strengths on the D-and D-brane are treated separately, the EFT residues in the gauge channel cannot be made to match the string results even to the leading order in α . The modification of the EFT Lagrangian proposed here can also be motivated by the structure of EFT couplings on the DD system including fermions, viz.ψ 2 γ a T ψ 1 D a T and ψ 1 D a Tψ 2 γ a T , found recently in [93].…”
Section: Jhep05(2021)245mentioning
confidence: 96%
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“…We note that unless the field strengths on the D-and D-brane are treated separately, the EFT residues in the gauge channel cannot be made to match the string results even to the leading order in α . The modification of the EFT Lagrangian proposed here can also be motivated by the structure of EFT couplings on the DD system including fermions, viz.ψ 2 γ a T ψ 1 D a T and ψ 1 D a Tψ 2 γ a T , found recently in [93].…”
Section: Jhep05(2021)245mentioning
confidence: 96%
“…The S-matrix element for scattering of one RR particle and four tachyons on a DD-brane is given in[91], and its relation to the Veneziano amplitude[92] is spelled out in there as well. Moreover, the allorder corrections to fermionic couplings[93] as well as a power series representation of the corresponding string amplitudes were obtained well beyond the factorized limit in[90] 5. If D is a differential operator acting in an algebra of functions, then we use the convention Df g ≡ (Df )g.…”
mentioning
confidence: 99%