5 papers
Generalized conformal maps as classical symmetries of Yang-Mills fields
Edward B. Baker
We show that a class of previously defined maps, called self-dual and causal morphisms, form classical symmetries of Yang-Mills fields in four complex dimensions. These maps genera…
Causal and self-dual morphisms in four complex dimensions
Edward B. Baker
We define a class of maps between holomorphically embedded null curves which generalize conformal transformations, and can be defined in any complex dimension. In four dimensions,…
Approximate thermofield dynamics of interacting fermions
Edward B. Baker
We analyze the many-particle Schrodinger equation for fermions in a thermal ensemble by introducing an exponential operator expansion, defined in the context of thermofield dynamic…
Frustrated conformal transformations and holomorphic maps on ambitwistor space
Edward B. Baker
We study some aspects of conformal transformations in the context of twistor theory, leading to the definition of a frustrated conformal transformation. This equation relies on two…
Supersymmetric Open Wilson Lines
Edward B. Baker
In this paper we study Open Wilson Lines (OWL's) in the context of two Supersymmetric Yang Mills theories. First we consider four dimensional N=2 Supersymmetric Yang Mills Theory w…