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SPLITTING FIELDS OF CHARACTERISTIC POLYNOMIALS OF RANDOM ELEMENTS IN ARITHMETIC GROUPS
SPLITTING FIELDS CHARACTERISTIC POLYNOMIALS RANDOM ELEMENTS ARITHMETIC GROUPS
2015/8/26
We discuss rather systematically the principle, implicit in earlier works, that for a “random” element in an arithmetic subgroup of a (split, say) reductive algebraic group over a number field, the sp...
Central limit theorem for some dependent random elements of D [0,1]
Central limit theorem some dependent random elements
2009/9/24
Central limit theorem for some dependent random elements of D [0,1]。
ON THE STRONG LAW OF LARGE FOR SEQUENCES OF BLOCKWISE INDEPENDENT AND BLOCKWISE p-ORTNOGONA RANDOM ELEMENTS IN RADEMACWER TYPE p BANACW SPACES
Blockwise independent random elements blockwise p-orthogonal random elements almost sure convergence
2009/9/18
For a sequence of random elements {G, n 2 1) taking
values in a real separable Rademacher type p (1 < p < 2) Banach space
and positive constants b,l 7 co, conditions are provided for the strong
law...
ARE AGE-RELATED DEFICITS IN IMPLICIT SEQUENCE LEARNING DUE TO HIGHERORDER STRUCTURE OR TO RANDOM ELEMENTS?
Age deficits higher-order random elements
2008/9/5
Age-related deficits in implicit learning of sequences appear consistently
when the structure to be learned is higher-order, i.e., spans three or more
events, but not when the sequence contains lo...