Home  Pure_And_Applied_Math  Grothendieck Topology 
Page 2 2140 of 84 Back  1  2  3  4  5  Next 20 
21. Grothendieck Topology: Encyclopedia II  Grothendieck Topology  Definition The classical definition of a sheaf begins with a topological space X. A sheaf associates information to the open sets of X. This information can be phrased abstractly by letting O http://www.experiencefestival.com/a/Grothendieck_topology__Definition/id/144379 
22. Kids.Net.Au  Encyclopedia > Grothendieck Topology Kids.Net.Au is a search engine / portal for kids, children, parents, and teachers. The site offers a directory of child / kids safe websites, encyclopedia, dictionary, thesaurus http://encyclopedia.kids.net.au/page/gr/Grothendieck_topology  

23. Grothendieck Topology : Quiz (The Full Wiki) Question 1 In , a branch of mathematics, a Grothendieck topology is a structure on a category C which makes the objects of C act like the open sets http://quiz.thefullwiki.org/Grothendieck_topology 
24. Grothendieck Topology In a Grothendieck topology, certain sieves become categorical analogues of open covers in topology. Definition. Let C be a category, and let c be an object of C. http://pantodon.shinshuu.ac.jp/topology/literature/Grothendieck_topology.html  

25. Grothendieck Topology In NLab Idea. A Grothendieck topology on a category is a choice of morphisms in that category which are regarded as covers. A category equipped with a Grothendieck topology is a site. http://ncatlab.org/nlab/show/Grothendieck topology  

26. PlanetMath: Alexander Grothendieck Some concepts named after him include the Grothendieck group, the Grothendieck topology, the Grothendieck category and the Grothendieck universe. http://planetmath.org/encyclopedia/AlexanderGrothendieck.html  

27. [math/0612471] Grothendieck Topologies And Ideal Closure Operations Abstract We relate closure operations for ideals and for submodules to nonflat Grothendieck topologies. We show how a Grothendieck topology on an affine scheme induces a closure http://arxiv.org/abs/math/0612471  

28. Springer Online Reference Works Encyclopaedia of Mathematics G Grothendieck topology This text originally appeared in Encyclopaedia of Mathematics http://eom.springer.de/g/g045180.htm 
29. Coarsest Encyclopedia Topics  Reference.com In category theory, a branch of mathematics, a Grothendieck topology is a structure on a category C which makes the objects of C act like the open sets of a topological space. http://www.reference.com/browse/Coarsest 
30. Grothendieck Topologies « Rigorous Trivialities Sep 17, 2007 A Grothendieck Topology (note, the wikipedia article defines Grothendieck Topologies differently than I do) on a category is a collection of http://rigtriv.wordpress.com/2007/09/17/grothendiecktopologies/ 
31. Notions Of Flatness Relative To A Grothendieck Topology Notions of flatness relative to a Grothendieck topology Panagis Karazeris Completions of (small) categories under certain kinds of colimits and exactness conditions have been http://emis.library.cornell.edu/journals/TAC/volumes/12/5/1205abs.html  

32. Cohomology In Grothendieck Topologies And Lower Boundsin Boolean On the other hand, as shown inSGA4.I{VI, any Grothendieck topology has analogues of sheaves, cohomology, and related concepts that are strikingly similar to what one is accustomed http://www.math.ubc.ca/~jf/pubs/web_stuff/groth1.pdf 
33. LawvereTierney Topology In NLab In fact, it is a generalisation of Grothendieck topology in this sense If C is a small category, then choosing a Grothendieck topology on C is equivalent to choosing a Lawvere http://ncatlab.org/nlab/show/LawvereTierney topology  

34. Stacks For Everybody Stacks for Everybody Barbara Fantechi Abstract. Let Sbeacategorywitha Grothendieck topology. A stack over Sis a category fibered in groupoids over S, such that isomorphisms forma sheaf http://www.cgtp.duke.edu/~drm/PCMI2001/fantechistacks.pdf 
35. Induced Grothendieck Topology On A Presheaf Or Sheaf Category Of A Site?  MathO In general, is there a natural induced Grothendieck topology on $\mathcal{P}sh(\ mathcal{C})$ or $\mathcal{S}h(\mathcal{C})$, http://mathoverflow.net/questions/11069/inducedgrothendiecktopologyonapresh  

36. A Noncommutative Grothendieck Topology  Neverendingbooks Feb 15, 2004 We have seen that a noncommutative $l$point is an algebra$P=S_1 \oplus \ oplus S_k$with each $S_i$ a simple finite dimensional http://www.neverendingbooks.org/index.php/anoncommutativegrothendiecktopology  

37. Cats In The Jungle Just as in point set topology, we can define a basis to generate a topology on a given space, a Grothendieck pretopology induces a Grothendieck topology, and it is usualy easier http://catsinthejungle.wordpress.com/  

38. Grothendieck Topology And The Theory Of Representations Your browser may not have a PDF reader available. Google recommends visiting our text version of this document. http://www.springerlink.com/index/g464h62017047461.pdf 
39. NOTIONS OF FLATNESS RELATIVE TO A GROTHENDIECK TOPOLOGY 1 File Format Adobe PostScript View as HTML http://www.emis.de/journals/TAC/volumes/12/5/1205.ps 
40. Background And Genesis Of Topos Theory  VisWiki Crystalline cohomology JeanLouis Verdier Profinite group William Lawvere Ramification Pointless topology Yoneda lemma Grothendieck topology Monad (category http://www.viswiki.com/en/Background_and_genesis_of_topos_theory 
Page 2 2140 of 84 Back  1  2  3  4  5  Next 20 