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7 Jun 2010: Substituting for ψ(x) we get: A sin kaB cos ka = 0 (1). ... A sin kaB cos ka = 0 (3). Adding equations (1) and (3) gives: 2Bcos(ka) = 0.

4 Apr 2010: The first indication of unusual behaviour in the two-dimensional XY -model (n = 2)appeared in an analysis of the high temperature series expansion by Stanley and Ka-plan (1971).

29 Oct 2010: It is housed in the Li Ka Shing Centre, a state-of-the-art research facility located on the Cambridge Biomedical Campus which was generously funded by Hutchison Whampoa Ltd, Cambridge

21 Jun 2010: In metallic tubes, the LO mode is affected by a Kohn anomaly (KA) [43, 44], which causes the softening of this phonon [43, 44]. ... Since KA are not present in semiconducting SWNTs, the G+, G– assignment in metallic SWNTs is the opposite of

4 Jan 2010: The advent of new technologies has enabled researchers to interrogate human genomes at unprecedented resolution. These technologies have led to a wealth of

7 Jun 2010: 5. 6. 7. 0 1 2 3 4 5 6 7 8Post heating current, kA. ... 10. 15. 0 2 4 6. Post heating current, kA. Max.

7 Jun 2010: ξ = 1 exp{kaG3It4}. where ka is a constant.[40%]. END OF PAPER.

7 Jun 2010: " #%$&')( ,.-0/%12)354567/%892:-.

4 Jan 2010: For more information, please contact Professor Kevin Brindle (kmb1001@cam.ac.uk) at the Department of Biochemistry and the Cancer Research UK Cambridge Research Institute/Li Ka Shing Centre.

7 Jun 2010: b 0.15 15. c 0.4 80. ka. = 100. 0.1. (1 11 1. ). =.