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15

CORR
2006
Springer

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On the reduction of a random basis

13 years 4 months ago

On the reduction of a random basis

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For p n, let b (n) 1 , . . . , b (n) p be independent random vectors in Rn with the same distribution invariant by rotation and without mass at the origin. Almost surely these vectors form a basis for the Euclidean lattice they generate. The topic of this paper is the property of reduction of this random basis in the sense of Lenstra-Lenstra-Lov

Ali Akhavi, Jean-François Marckert, Alain R

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Almost Surely | CORR 2006 | Education | Euclidean Lattice | Independent Random |

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Added	11 Dec 2010
Updated	11 Dec 2010
Type	Journal
Year	2006
Where	CORR
Authors	Ali Akhavi, Jean-François Marckert, Alain Rouault

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