| 21. | The cartesian product of two normed spaces is not canonically equipped with a norm.
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| 22. | Cartesian products were first developed by Ren?Descartes in the context of analytic geometry.
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| 23. | Fibre bundles aren't cartesian products, but appear to be up close.
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| 24. | The composite or record type is a Cartesian product with labels for the fields.
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| 25. | Then the pullback of this diagram is the subring of the Cartesian product defined by
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| 26. | Where \ times is the Cartesian product operator.
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| 27. | It shows visually the four edges resulting from the Cartesian product of two edges.
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| 28. | Where \ times is the cartesian product.
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| 29. | How many Hamiltonian cycles exist for the Cartesian product of K 2 and K n?
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| 30. | Is the Cartesian product of the topological spaces " X i ", continuous.
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