| 31. | The manifold for is Cartesian product of the unitary group with a vector space of dimension.
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| 32. | This also means that the disjoint union is the categorical dual of the Cartesian product construction.
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| 33. | Or the ( possibly infinite ) Cartesian product of the topological spaces X _ i, base
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| 34. | Here is the construction : take the Cartesian product of a surface with the unit interval.
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| 35. | The square symbol is the more common and unambiguous notation for the Cartesian product of graphs.
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| 36. | Since varieties are closed under arbitrary Cartesian products, all non-trivial varieties contain infinite algebras.
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| 37. | First consider the set of pairs, ( the cartesian product ), of engines and bodies.
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| 38. | I have heard that when you do a JOIN it creates the Cartesian product of the tables.
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| 39. | That is, are the filters applied to the various tables before the Cartesian product is performed?
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| 40. | Or, does it create the Cartesian product first and then go through and limit the rows?
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