Most numbers are not normal

HIGHLIGHTS

• who: Most numbers are not and collaborators from the Department of Statistical Science, Duke University, Old Chemistry, Durham, NC Varese, Italy have published the research work: Most numbers are not normal, in the Journal: (JOURNAL)
• what: The authors show from a topological viewpoint that in a strong sense. The authors provide analogues in the context of analytic P-ideals regular matrices. The authors show, in particular, that a stronger version of Knopp`s theorem holds for every k u2208 N. ) be a bounded sequence taking values in Rk, and fix a P ROPOSITION 4u00b73. Next . . .
  

   

  

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