In geometric probability theory, Wendel's theorem, named after James G. Wendel, gives the probability that N points distributed uniformly at random on...

motion Donsker's theorem Empirical process Wiener equation Wiener sausage Buffon's needle Integral geometry Hadwiger's theorem Wendel's theorem Luck Game of...

making points of a spatial Poisson process be (say) centers of discs. Wendel's theorem Herbert Solomon (1978). Geometric Probability. Philadelphia, PA: Society...

the Hahn embedding theorem gives a simple description of all linearly ordered abelian groups. It is named after Hans Hahn. The theorem states that every...

Cuppens (1975), Theorem 2.6.9. Shephard (1991a). Cuppens (1975), Theorem 2.3.2. Wendel (1961). Shephard (1991b). Lukacs (1970), p. 84. Paulson, Holcomb...

and S± denotes (|S| ± S)/2. Two proofs are known, due to Spitzer and Wendel. Spitzer, F. (1956). "A combinatorial lemma and its application to probability...

inequalities for ratios of gamma functions. His lower bounds were identical to Wendel's. One of his upper bounds was the one given in the statement above, while...

Detection of the Magnetic Heart Vector – An Application of the Reciprocity Theorem (doctoral thesis) and the book that he co-authored with Robert Plonsey:...

of a closed quantum system has been addressed by Tarn and Clark. Their theorem based in control theory states that for a finite-dimensional, closed-quantum...