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String field theory
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===Gauge invariance === These properties of the cubic vertex are sufficient to show that <math> S(\Psi) </math> is invariant under the [[Yang–Mills]]-like gauge transformation, :: <math> \Psi \to \Psi + Q_B \Lambda + \Psi * \Lambda - \Lambda * \Psi \ , </math> where <math> \Lambda </math> is an infinitesimal gauge parameter. Finite gauge transformations take the form :: <math> \Psi \to e^{-\Lambda} (\Psi + Q_B )e^{\Lambda} </math> where the exponential is defined by, :: <math> e^{\Lambda} = 1 + \Lambda + \tfrac{1}{2} \Lambda* \Lambda + \tfrac{1}{3!} \Lambda * \Lambda * \Lambda + \ldots </math>
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