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We show that there are remarkable simplifications when the MHV diagram formalism for N=4 super Yang-Mills is reformulated in momentum twistor space.
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F. Cachazo, P. Svrcek, and E. Witten, MHV Vertices and Tree Amplitudes in Gauge Theory
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I. Bena, Z. Bern, and D. Kosower, Twistor Space Recursive Formulation of Gauge Theory Amplitudes
2005
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A. Brandhuber, W. Spence, and G. Travaglini, One-loop Gauge Theory Amplitudes in 𝒩 = 4 \mathcal{N}=4 Super Yang-Mills from MHV Vertices
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A. Brandhuber, W. Spence, and G. Travaglini, From Trees to Loops and Back
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P. Mansfield, The Lagrangian Origin of MHV Rules
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J. Ettle and T. Morris, Structure of the MHV Rules Lagrangian
2006
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R. Boels, L. Mason, and D. Skinner, From Twistor Actions to MHV Diagrams
2007
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L. F. Alday and J. Maldacena, Gluon scattering amplitudes at strong coupling
2007
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J. Drummond, G. Korchemsky, and E. Sokatchev, Conformal Properties of Four-Gluon Planar Amplitudes and Wilson Loops
2007
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R. Boels, L. Mason, and D. Skinner, Supersymmetric Gauge Theories in Twistor Space
2007
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R. Boels and C. Schwinn, CSW Rules for a Massive Scalar
2008
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J. M. Drummond and J. M. Henn, All Tree-Level Amplitudes in 𝒩 = 4 \mathcal{N}=4 SYM
2009
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L. Mason and D. Skinner, Dual Superconformal Invariance, Momentum Twistors and Grassmannians
2009
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J. Drummond, J. Henn, G. Korchemsky, and E. Sokatchev, Hexagon Wilson Loop = Six-Gluon MHV Amplitude
2009
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2008
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S. Buchta and S. Weinzierl, The MHV Lagrangian for a Spontaneously Broken Gauge Theory
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