Andrew Jackson and Pensacola

Baillarger and Jackson: the principle of Baillarger-Jackson in aphasia.

For a French neurologist whose neurological training has been carried out at the school of the Salpetriere, Paris, Queen Square seems to be, in a certain way, London's Salpetriere. This assumption may be partly true, since these two famous hospitals have been for years dedicated to the nursing and to the study of the diseases of the nervous system, and both have a rich and peculiar tradition an...

Lepetit and Jackson reply:.

2 Andrew Granville And

Improving on a result of J.E. Littlewood, N. Levinson [3] showed that there are arbitrarily large t for which |ζ(1 + it)| ≥ e log2 t + O(1). (Throughout ζ(s) is the Riemann-zeta function, and logj denotes the j-th iterated logarithm, so that log1 n = logn and logj n = log(logj−1 n) for each j ≥ 2.) The best upper bound known is Vinogradov’s |ζ(1 + it)| ≪ (log t). Littlewood had shown that |ζ(1 ...

Andrew Ford

This paper describes simulated scenarios for power plant construction in the western United States. The simulations show construction lagging behind the growth in demand, allowing prices to climb to surprisingly high values during the years 2000 and 2001. When construction is completed, new power plants come on line in great number, allowing market prices to fall surprisingly rapidly in the yea...

Jackson on Approximation 501 Dunham Jackson on Approximation

The Theory of Approximation. By Dunham Jackson. New York (American Mathematical Society Colloquium Publications, Volume 11), published by this Society, 1930. v+178 pp. In 1885 Weierstrass announced his now famous theorem: Any continuous function j•(#)> defined over a finite interval (a, b), can be approximated in (a, b) uniformly and indefinitely by a sequence of polynomials Pn(x), whose degree...