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This thesis carries out a detailed investigation of the action for pure Yang- Mills theory which L.
Conservation of isotopic spin and isotopic gauge invariance
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Some integration problems in almost-complex and complex manifolds
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Twistor algebra
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General properties of the Yang-Mills equations in physical space
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An interpretation of classical yang-mills theory
Edward Witten · 1978
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M. F. Atiyah · 1979
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Stability and gap phenomena for Yang-Mills fields
J.-P. Bourguignon, H. B. Lawson, and J. Simons · 1979
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Selfdual gauge fields
J. N. Goldberg · 1979
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Twistor description of non-self-dual Yang-Mills field
J. Isenberg and P. B. Yasskin · 1979
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M. G. Eastwood, R. Penrose, and R. O. Wells, Jr · 1980
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An Introduction to Twistor Theory
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Real methods in twistor theory
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Special solutions of the Sparling equation
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An amplitude for n n gluon scattering
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Chaos in Yang-Mills equations
W. H. Steeb, J. A. Louw, and C. M. Villet · 1986
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Recursive calculations for processes with n gluons
F. A. Berends and W. T. Giele · 1988
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A current algebra for some gauge theory amplitudes
V. P. Nair · 1988
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Solutions to Yang-Mills equations that are not self-dual
L. M. Sibner, R. J. Sibner, and K. Uhlenbeck · 1989
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The Geometry of Four-manifolds
S. K. Donaldson and P. B. Kronheimer · 1990
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Onset of chaos in time dependent spherically symmetric SU(2) Yang-Mills theory
T. Kawabe and S. Ohta · 1990
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Twistor space structure of one-loop amplitudes in gauge theory
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Equivalence of twistor prescriptions for super Yang-Mills
S. Gukov, L. Motl, and A. Neitzke · 2004
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A googly amplitude from the B-model in twistor space
R. Roiban, M. Spradlin, and A. Volovich · 2004
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On the tree-level S-matrix of Yang-Mills theory
R. Roiban, M. Spradlin, and A. Volovich · 2004
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Perturbative gauge theory as a string theory in twistor space
E. Witten · 2004
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One-loop gauge theory amplitudes in n = 4 super yang-mills from mhv vertices
A. Brandhuber, B. J. Spence, and G. Travaglini · 2005
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R. S. Ward and R. O. Wells · 1990
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Mirror manifolds and topological field theory
E. Witten · 1991
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The parallel propagator as basic variable for yang-mills theory
C. Kozameh, L. Mason, and E. T. Newman · 1992
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The parallel propagator as basic variable for yang-mills theory
C. Kozameh, L. Mason, and E. T. Newman · 1992
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Finite energy solutions of the Yang-Mills equations in 𝐑 3 + 1 \mathbf{R}^{3+1}
S. Klainerman and M. Machedon · 1995
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The self-dual sector of QCD amplitudes
G. Chalmers and W. Siegel · 1996
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Direct proof of tree-level recursion relation in Yang-Mills theory
R. Britto, F. Cachazo, B. Feng, and E. Witten · 2005
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Lectures on twistor strings and perturbative yang-mills theory
F. Cachazo and P. Svrcek · 2005
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Twistor diagram recursion for all gauge-theoretic tree amplitudes
A. P. Hodges · 2005
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Twistor diagrams for all tree amplitudes in gauge theory: A helicity-independent formalism
A. P. Hodges · 2005
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Twistor actions for non-self-dual fields: A new foundation for twistor-string theory
L. J. Mason · 2005
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A direct proof of the csw rules
K. Risager · 2005
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Structure of the mhv-rules lagrangian
J. H. Ettle and T. R. Morris · 2006
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The lagrangian origin of mhv rules
P. Mansfield · 2006
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An ambitwistor Yang-Mills Lagrangian
L. J. Mason and D. Skinner · 2006
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A quantization of twistor Yang-Mills theory through the background field method
R. Boels · 2007
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From twistor actions to MHV diagrams
R. Boels, L. Mason, and D. Skinner · 2007
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Supersymmetric gauge theories in twistor space
R. Boels, L. Mason, and D. Skinner · 2007
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S-matrix equivalence theorem evasion and dimensional regularisation with the canonical mhv lagrangian
J. H. Ettle, C.-H. Fu, J. P. Fudger, P. Mansfield, and T. R. Morris · 2007
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