fibred वाक्य
उदाहरण वाक्य
मोबाइल
- A fibred category together with a cleavage is called a " cleaved category ".
- In agriculture, the increased usage of sheep with long-fibred wool allowed a stronger thread to be spun.
- These are surfaces fibred over a curve where the general fibre is a curve of arithmetic genus one with a cusp.
- The intuitive meaning of a stack is that it is a fibred category such that " all possible gluings work ".
- The main application of fibred categories is in descent theory, concerned with a vast generalisation of " glueing " techniques used in topology.
- In contrast to the humerii and femora, the parallel-fibred region is far more distinct in the distal bones of the forelimb.
- One then considers the fibred category which assigns to any space " B " the groupoid of families over " B ".
- The use of these " categories fibred in groupoids " to describe a moduli problem goes back to Grothendieck ( 1960 / 61 ).
- In the Edo era, the sheets were mounted on long-fibred paper and preserved scrolled up in plain paulownia boxes placed in another lacquer wooden box.
- In order to support descent theory of sufficient generality to be applied in non-trivial situations in algebraic geometry the definition of fibred categories is quite general and abstract.
- Every primitive skew lattice S factors as the fibred product of its maximal left and right-handed primitive images S / R \ times _ 2 S / L.
- This introduction of some " slack " in the system of inverse images causes some delicate issues to appear, and it is this set-up that fibred categories formalise.
- His attitude did not please his stepmother, who, according to Lewis Mackenzie, was a " tough-fibred'managing'woman of hard-working peasant stock ."
- Havre collaborated on the 2009 exhibition " Fibred Optics " at the Ottawa Art Gallery with artists Frances Dorsey, Ed Pien, and Michle Provost, and curator Andrea Fatona.
- In other words, an " E "-category is a fibred category if inverse images always exist ( for morphisms whose codomains are in the range of projection ) and are " transitive ".
- Descent theory is concerned with generalisations of situations where geometrical objects ( such as vector bundles on topological spaces ) can be " glued together " when they are fibred categories form the right framework to discuss the possibility of such gluing.
- Within the femur of " Thrinaxodon ", there is no major region of the bone that is made of parallel-fibred tissues, however, there is a small ring of parallel-fibred bone within the mid-cortex.
- Within the femur of " Thrinaxodon ", there is no major region of the bone that is made of parallel-fibred tissues, however, there is a small ring of parallel-fibred bone within the mid-cortex.
- The language of algebraic stacks essentially provides a systematic way to view the fibred category that constitutes the moduli problem as a " space ", and the moduli stack of many moduli problems is better-behaved ( such as smooth ) than the corresponding coarse moduli space.
- Thus a stack is formally given as a fibred category over another " base " category, where the base has a Grothendieck topology and where the fibred category satisfies a few axioms that ensure existence and uniqueness of certain gluings with respect to the Grothendieck topology.
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