representability造句
例句与造句
- This generalizes the representability of ordinary cohomology by Eilenberg MacLane spaces.
- Other important representability results are related to the cardinality of the semilattice.
- It is weaker in the sense that it does not of itself imply representability.
- A version of the representability theorem in the case of Grothendieck duality theorem in algebraic geometry.
- One of the advantages of one-dimensional persistence is its representability by a diagram or barcode.
- It's difficult to find representability in a sentence. 用representability造句挺难的
- He included in his paper a single theorem which is a necessary condition of the representability of matroids.
- One basic result is that the representable functors on the homotopy category have a simple characterisation ( the Brown representability theorem ).
- Note that this representability requirement relies on the first constraint ( Domain of f should be equal to domain of s ).
- Aubrey William Ingleton, an English mathematician, wrote an important paper in 1969 in which he surveyed the representability problem in matroids.
- Although some authors include reflexivity as one of the axioms required to obtain representability ( this axiom states that A \ ! \ succsim \!
- Brown also proved a general categorical version of the representability theorem, which includes both the version for pointed connected CW complexes and the version for spectra.
- The abstract conditions being known for this ( Brown's representability theorem ) ensure that the result, as an existence theorem, is affirmative and not too difficult.
- Jacob Lurie has proved a version of the Brown representability theorem for the homotopy category of a pointed quasicategory with a compact set of generators which are cogroup objects in the homotopy category.
- Since the pioneer efforts of Frisch in the 1920s, one of the major issues which has pervaded the theory of preferences is the representability of a preference structure with a real-valued function.
- In mathematics, "'Brauer's theorem "', named for Richard Brauer, is a result on the representability of 0 by forms over certain fields in sufficiently many variables.
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