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Congruent Embedding into Boolean Vector Spaces, (b) (.). = .(.), (c) l. = . and (d) (. + .). = . + . whenever . = 0. Further, a .-vector space . is said to be . if and only if to each . ∈ . is associated a unique element |.| ∈ . such that (a) |.| = 0 if and only if . = 0 and (b) |.| = .|.| for all . ∈ . and . ∈ ..nocturnal 发表于 2025-3-29 14:20:55
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Contributions to the Relativistic Generalization of the Kinetic Theory of Gases and Statistical Mecework of the special theory of relativity only the kinematic aspects of the space and time relations are characterized and the space-time continuum as an underlying geometrical background of physical events has been considered, in Einstein’s theory of gravitation the space-time continuum has signifi