At the upper end point of the photon energy spectrum in Y-->X gamma, the st
andard NRQCD power counting breaks down and the OPE gives rise to color-oct
et structure functions. Furthermore, in this kinematic regime large Sudakov
logarithms appear in the octet Wilson coefficients. The end point spectrum
can be treated consistently within the framework of a recently developed e
ffective field theory of collinear and soft particles. Here we show that wi
thin this approach the octet structure functions arise naturally and that S
udakov logarithms can be summed using the renormalization group equations.
We derive an expression for the resummed energy spectrum and, using a model
light cone structure function, investigate the phenomenological importance
of the resummation.