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Random points in the unit ball of `np Guillaume Aubrun
 

Summary: 



Random points in the unit ball of `np



Guillaume Aubrun



Abstract. We show that two limit results from random matrix theory, due to
Mar#enko~Pastur and Bai~Yin, are also valid for matrices with independent
rows (as opposed to independent entries in the classical theory), when rows
are uniformly distributed on the unit ball of `np, under proper normalizat*
*ion.

Mathematics Subject Classiocation (2000). Primary 15A52, 52A21.
Keywords. `npspaces, random matrices, random vectors.

  

Source: Aubrun, Guillaume - Institut Camille Jordan, Université Claude Bernard Lyon-I

 

Collections: Mathematics