That may have given him the confidence that a slightly more “intrinsic” characterization (than Hilbert's) of a two-dimensional manifold was possible. Like Hilbert he characterized the structure of a two-dimensional manifold F by a system of neighbourhoods Up, each of which, U ⊂ F would...
Cantor was led to the study of arbitrary, abstract sets in his effort to understand the structure of some specific sets of real numbers or pointsets, and the theory which he created still exhibits today these two related but separate concerns. The theory of pointsets or descriptive set theory...
Tang, Dunbing, Guangjun Zhang, and Sheng Dai. 2009. "Design as integration of axiomatic design and design structure matrix." Robotics and Computer-Integrated Manufacturing 25 (3):610-9.D. Tang, G. Zhang and S. Dai: "Design as integrations of axiomatic design and design structure matrix",...
•axiomaticaxiomatic 发音英:[ˌæksiəˈmætɪk] 美:[ˌæksiəˈmætɪk]英: 美:axiomatic 中文意思翻译常见释义:自明的 adj.公理的;
also for mod- els when p is replaced by s (a string length which is found in the analysis of high-energy string scattering), for soliton-like structures known as Dirichlet p-brane and "D- particles" (Dirichlet 0-branes) could probe the structure of spacetime down to scales higher than ...
The analysis into the foundations of measurement involves, for any particular empirical relation structure, the formulation of a set of axioms that is sufficient to establish two types of theorems: an axiomatic representation theorem and a uniqueness theorem. An axiomatic representation theorem asserts ...
Establishing the Riemannian structure of space-time by means of light rays and free matter waves As compared with axiomatic schemes based on the paths of massive point particles, a constructive approach based on the classical limit of the wave mechanic... J Audretsch,C L?Mmerzahl - 《Journal ...
A. Robb in the arena of space-time geometry and point out that, overall, his system is a four-dimensional non-metric Euclidean geometry, with subspaces of the whole structure metrised individually. In addition, we remark on the lack of influence of Robb's theory in the early years of ...
Four significant axiomatic systems and some of the issues associated with them, ArtículoThe article contains four main parts about (a) Greek axiomatics and Euclid's geometry (the first known extensive example of an axiomatic structure), (b) Hyperbolic Geometry (Gauss, Lobachevski, Bolyai; Klein...
Conditional Probability and the Axiomatic Structure of Quantum Mechanics was published in Band 29, Heft 8 on page 345.