β Scribed by Metod Saniga
No coin nor oath required. For personal study only.
The paper aims at giving a sufficiently complex description of the theory of pencil-generated temporal dimensions in a projective plane over reals. The exposition starts with a succinct outline of the mathematical formalism and goes on with introducing the definitions of pencil-time and pencil-space, both at the abstract (projective) and concrete (affine) levels. The structural properties of all possible types of temporal arrows are analyzed and, based on symmetry principles, the uniqueness of that mimicking best the reality is justified. A profound connection between the character of different 'ordinary' arrows and the number of spatial dimensions is revealed. ~
π SIMILAR VOLUMES
This paper investigates the plastic deformation in mono-crystalline silicon under complex loading conditions. With the aid of various characterization techniques, it was found that the mechanism of plasticity in silicon is complex and depends on loading conditions, involving dislocations, phase tran
## Abstract Four new monoβ and bimacrocyclic 1,10βphenanthrolines β **3b** and **4a**β**c** β containing aryl bridgeheads have been synthesised. The etherification of the aryl bridgeheads was accomplished by Williamson or Mitsunobu reactions. A key step in the synthesis of the macrocyclic phenanthr