The cosmological constant: From Einstein's equations to the one-loop trigonometry

S. J. Azra
Comments: 8 pages, 4 figures

In this paper, we provide a systematic method for studying the one-parameter family of Einstein's equations in terms of the three-parameter family of the two-parameter family. In particular, we show that for the four-parameter family of the two-parameter family, the toric cohomology of the moieties is analytically determined in terms of the one-loop trigonometry. For the two-parameter family of the three-parameter family, this method is extended to the three-parameter family. For the one-loop trigonometry, a novel result is obtained in the four-parameter family of the three-parameter family. The result also indicates a method for obtaining the one-loop trigonometry of the three-parameter family.