All For The Union

All for the Union is the eloquent and moving diary of Elisha Hunt Rhodes, featured throughout Ken Burns' PBS documentary The Civil War. Rhodes enlisted into the Union Army as a private in 1861 and left it four years later as a twenty-three-year-old colonel after fighting hard and honorably in battles from Bull Run to Appomattox. Anyone who heard these diaries excerpted in The Civil War will recognize his accounts of those campaigns, which remain outstanding for their clarity and detail. Most of all, Rhodes's words reveal the motivation of a common Yankee foot soldier, an otherwise ordinary young man who endured the rigors of combat and exhausting marches, short rations, fear, and homesickness for a salary of $13 a month and the satisfaction of giving "all for the union."

"This guide describes and indexes the Smolensk regional records of the All-Union Communist Party (Vsesoiuznaia Kommunisticheskaia Partiia) of the Soviet Union, covering the period 1917 to 1941 ... The Smolensk Archive reached the United States as war booty, after the records seized in 1941 by German military forces in Russia fell into the hands of the U.S. Army in the course of military operations in Germany in 1945"--p. iii.

This collection consists of ten papers presented at the All-Union School on Function Theory, held in Dushanbe in August 1986, under the editor's guidance. The book encompasses a wide range of current directions in the metric theory of functions, the theory of approximation of functions, and related parts of mathematical analysis. The papers concern the following topics: extremal properties of functions, representation of functions by series, convergence of multiple Fourier series, approximation of functions by trigonometric polymonials in Lp-metrics, widths of classes of functions, approximation of functions by Fourier sums in systems of characters of zero-dimensional compact commutative groups, bilinear approximations of functions, the study of Tchebycheff sets in normed linear spaces, and spline approximation of functions of several variables. Among the results obtained are: new criteria for convexity of Tchebycheff sets in terms of continuity properties of the metric projection operator; conditions on the character of integrability of a periodic function of several variables under which its Fourier series converges to it in measure; a characterization of representation systems for symmetric spaces in which there are no nonzero continuous functionals.