Note on reciprocal figures in space

A note on modular hyperconvex space

Reciprocal diffusions in flat space

We describe the theory of reciprocal diffusions in flat space. A reciprocal process is a Markov random field on a one dimensional parameter space. Every Markov process is reciprocal but not vice versa. We descibe the first and second order mean differential characteristics of reciprocal diffusions. This includes a new definition of stochastic acceleration. We show that reciprocal diffusions sat...

Crystallographic Symmetry in Reciprocal Space.

8 Oliver, J., Harvey Lectures, Series XL, 1944-1945, p. 102. J. Mount Sinai Hosp. 15, 175, (1948). 9 Dock, W., New Eng. J. Med., 227, 633 (1942). 10 Randerath, E., Ergeb. d. Allg. Path. u. Path. Anat. des Menschen u. der Tiere, 32, 91 (1937). 11 Smetana, H., Am. J. Path., 18, 1029 (1942) and 23, 255 (1947). 12 Monke, J. V., and Yuile, C. L., J. Exp. Med., 72, 149 (1940). Yuile, C. L., and Clark...

a note on modular hyperconvex space

Reciprocal-space solvent flattening

Solvent flattening is a powerful tool for improving crystallographic phases for macromolecular structures obtained at moderate resolution, but uncertainties in the optimal weighting of experimental phases and modified phases make it difficult to extract all the phase information possible. Solvent flattening is essentially an iterative method for maximizing a likelihood function which consists o...