β Scribed by Yu.M. Shirokov
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
The structure of the representation of the space-time translation group in relativistic quantum theory is examined by means of an operator spectral integral. There is one and only one operator-valued function on the complex forward cone which is an analytic continuation of that representation.
We exhibit a new method for showing lower bounds for time-space tradeoffs of polynomial evaluation procedures given by straight-line programs. From the tradeoff results obtained by this method we deduce lower space bounds for polynomial evaluation procedures running in optimal nonscalar time. Time,
## Abstract A general method to quantize strings in curved spaceβtimes is exposed. It treats the spaceβtime metric exactly and the string excitations small as compared with the energy scale of the geometry. The method is applied to cosmological (de Sitter) and blackβhole (Schwarzschild) geometries