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We propose a novel approach to study conformal field theories (CFTs) in general dimensions.
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F. Gliozzi, “More constraining conformal bootstrap,”
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M. Hogervorst and S. Rychkov, “Radial Coordinates for Conformal Blocks,”
2013
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A. L. Fitzpatrick and J. Kaplan, “AdS Field Theory from Conformal Field Theory,”
2013
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F. Kos, D. Poland and D. Simmons-Duffin, “Bootstrapping the O ( N ) O(N) vector models,”
2014
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L. F. Alday and A. Bissi, “The superconformal bootstrap for structure constants,”
2014
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D. Gaiotto, D. Mazac and M. F. Paulos, “Bootstrapping the 3d Ising twist defect,”
2014
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S. Rychkov and P. Yvernay, “Remarks on the Convergence Properties of the Conformal Block Expansion,”
2016
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L. F. Alday and A. Zhiboedov, “Conformal Bootstrap With Slightly Broken Higher Spin Symmetry,”
2016
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P. Dey, A. Kaviraj and K. Sen, “More on analytic bootstrap for O(N) models,”
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F. Gliozzi, “Truncatable bootstrap equations in algebraic form and critical surface exponents,”
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K. Sen and A. Sinha, “On critical exponents without Feynman diagrams,”
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