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12 May 2010: A probability vector is a vector p = (p1,. , pn) with pi 0 for all i and. ... x5 and of the objective function for all basic solutionsto the equation Aex = b.

26 Aug 2010: for all open balls B Rd, where Qd is the countable set of vectors in Rd with rationalcoordinates. ... Lemma 3.1. Consider a sequence of measurable functions ξn : B Rd such that supn |ξn(ω)| < for all ω B.

17 Aug 2010: and for all v I(Ka,b),. Pp(v oo in Ka,b) > 0. ... and for all v I(Ka,b),. Pp(v a in Ka,b) > 0.

28 Apr 2010: Thus closing BC has reduced the journey time by1 minute for all drivers! ... wm are to be coded into bi-nary. Not all codes are decipherable.

28 Apr 2010: Thus closing BC has reduced the journey time by1 minute for all drivers! ... wm are to be coded into bi-nary. Not all codes are decipherable.

21 Apr 2010: μf (C) =C. f (x) dx. for all Borel subsets C of R. ... Then h = hn is a sequence with hn hn hn for all n.

9 Feb 2010: The conclusion of [11] may beexpressed as follows. There exists a constant c > 0, independent of all otherquantities, such that: for any increasing event B K,. ... the configurations π and ω are µe-almost-surely equal on all edgeshaving no endvertex

10 Nov 2010: Consider now the following differential equation. ẋt = b(xt),. 2. started from x0 U, U being an open subset of Rd, and defined for all t < ζ (maximal. ... A B) (A′,A′). 23. 4.2.2 Notation. The set of all combinations of n chunks, which partition F

24 Feb 2010: Transmission is as-. sumed to occur simultaneously through all the resources used by route. ... graphically the vector (M1(t), M2(t),. , MJ (t)) at all times t.

25 Nov 2010: 10. D (discounted programming): 0 < β < 1, and |c(x, u)| < B for all x, u.N (negative programming): 0 < β 1 and c(x, u) 0 for all x, ... Lemma 5.1 Suppose all costs are bounded as follows. (a) K = supx.