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$${C_P}(Al(s)) = 20.67 12.38 times {10{ - 3}}{rm{ TJ mo}}{{rm{l}}{{rm{ - 1}}}}$$.

Barber MR, Yang TJ. (1999). Tumor infiltrating lymphocytes: CD8lymphocytes in canine transmissible venereal sarcomas at differentstages of tumor growth. ... Chu RM, Sun TJ, Yang HY, Wang DG, Liao KW, Chuang TF et al.(2001b).

τl,m = inf {t 0 |Xt / ]l,m[} ,. and let (Tj) be a localising sequence for the local martingale.

Clayton NS, Bussey TJ, Dickinson A (2003a) Can animals recall the past and plan for the future? ... Bussey TJ (2004) Multiple memory systems: Fact or fiction? Quarterley Journal of Experimental Psychology 57: 89-94.

THE UNIVERSAL HOMOGENEOUS TRIANGLE-FREE GRAPH HAS FINITE BIG. RAMSEY DEGREES. N. DOBRINEN. Abstract. This paper proves that the universal homogeneous triangle-free graph H3 has finite big Ramseydegrees: For each finite triangle-free graph G, there

Φk, wh]tn. Tj= [Φk, uh]. tn. Tj, Tj Si. (11). As in the work of Barth and Frederickson [5] the number of elements in thestencil must be chosen larger than ... Obviously, we have. Vj = |Ti|. With Sj = |Tj|. we denote the length/area of edge/face number j

k,. 1. βTj = (βTj1,τ. Tj ), where τj is the vector of the last dj dj1 components of. ... T jn,mm. >cj. n. m, ev. )= 1,. since T jn,m > Tj.

HOMOGENEOUS FAMILIES ON TREES. AND SUBSYMMETRIC BASIC SEQUENCES. C. BRECH, J. LOPEZ-ABAD, AND S. TODORCEVIC. Abstract. We study density requirements on a given Banach space that guarantee the ex-. istence of subsymmetric basic sequences by extending

δ/2 M. j=1. P{ω̄j > ωj}. Define. tj = 2Ef4j (X1)Ef2j (X1). ... log(2M/δ)n. and note that. 2n. ni=1. f2j (Xi) tj T 2j.

Hellmann, Goetz P. Hellwig, Olav. van Helvoort, Antonius TJ. Hemmig, Elisa.