Dr. F. R. Irvine

Dr. Houria Hadj F

BOUNDARY VALUE PROBLEM FOR r 2 d 2 f / dr 2 + f = f 3 ( I ) : EXISTENCE AND UNIQUENESS

We study the equation r2d2f/dr2 + f = f 3 with the boundary conditions f(1)= 0, f(∞)= 1, and f(r) > 0 for 1< r <∞. The existence of the solution is proved using a topological shooting argument. And the uniqueness is proved by a variation method. 2000 Mathematics Subject Classification. 34B15, 34D05, 34E10, 81T13.

UC Irvine UC Irvine Previously

Background: To model and thoroughly understand animal transcription networks, it is essential to derive accurate spatial and temporal descriptions of developing gene expression patterns with cellular resolution. Results: Here we describe a suite of methods that provide the first quantitative three-dimensional description of gene expression and morphology at cellular resolution in whole embryos....

Dr. Colin R. Tribe

Most medical lives are spent being busy. When we are honest with ourselves, usually in the early hours of the morning, we know that we haven't given enough time to colleagues, wives, children and other members of our families. Outside medicine we all meet friends who say as much, usually with exceptional politeness. A successful academic colleague, the son of a retired general medical practitio...

Dr R P Warin

Obituary British dermatology and the Bristol medical community suffered a grievous loss on 1.7.92 when Bob and Anne warm vvere both killed in a car crash near Salisbury, while they were travelling to the Bournemouth Meeting of the British and he and Anne had been such central figures in the Association for so many years that it was difficult to believe he Meeting could continue in their absence...