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Complex syntaxes of data management using SPSS contain: recoding the variables, creating a new variable, with Compute, creating a new variable using If, creating the unsetting
The following multidimensional generalization of Riemann- Lebesgue Lemma is given in the recent paper Canada, A., Urena, A.J.. Other multidimensional version
Formulas for the number of semiorders on an n-element set are given in Chandon, Lemaire and Pouget [ 1 ] (see also Sequence A006531 in the On-Line Encyclopedia of Integer Se- quences
Lemma 2.2 follows from [11, Theorem 1] (or see [12, Theorem 3.1]), in which the problem of classifying systems of forms and linear mappings over a field of characteristic not 2
A strong uniform time (which bounds the mixing time in total variation) for the walk on the wreath product is obtained by adding one more step to randomize the location of
Within this framework, we are able to control exponential moments of S with the help of formulas which generalize the Hoeffding and Bernstein inequalities for independent
The elements of a finite nonempty partially ordered set are exposed at independent uniform times in [0, 1] to a selector who, at any given time, can see the structure of the
Applying our proofs to the renewal equation representation (see the proof of their Lemma 2.6), one obtains the same results for local times of Lévy processes as we obtained in
