Current problems of the U.S. automobile industry and policies to address them.

Mode of access: Internet.

Tax problems of corporations and corporate distributions

Kept up to date by supplements

It's the law! Recognizing and handling the legal problems of private and public construction.

Mode of access: Internet.

Organizational problems of the Communist party,

Mode of access: Internet.

Teacher's guide for An introduction to problems of American culture.

Appendixes (p. 127-167) contain bibliographies, lists of films, etc.

Meat through the microscope; applications of chemistry and the biological sciences to some problems of the meat packing industry,

"Lithoprinted."

The problems of water quality management,

"Presented at the Water quality management training course conducted by the Water Supply and Pollution Control Training Program, Robert A. Taft Sanitary Engineering Center, Cincinnati, Ohio, March 4, 1963."

Selected problems of hazardous waste management in California; report.

Most of the pages of the photocopy, which is in double columns, represent approximately 2 pages of the original.

The South African journal of economics. : Suid-afrikaanse tydskrif vir ekonomie.

Includes section "Recent periodicals and new books".

Regularity and relaxed problems of minimizing biharmonic maps into spheres

For n >= 5 and k >= 4, we show that any minimizing biharmonic map from Omega subset of R-n to S-k is smooth off a closed set whose Hausdorff dimension is at most n - 5. When n = 5 and k = 4, for a parameter lambda is an element of [0, 1] we introduce lambda-relaxed energy H-lambda of the Hessian energy for maps in W-2,W-2 (Omega; S-4) so that each minimizer u(lambda) of H-lambda is also a biharmonic map. We also establish the existence and partial regularity of a minimizer of H-lambda for lambda is an element of [0, 1).

Solvability of singular second order m-point boundary value problems of Dirichlet type

Let f : [0, 1] x R2 -> R be a function satisfying the Caxatheodory conditions and t(1 - t)e(t) epsilon L-1 (0, 1). Let a(i) epsilon R and xi(i) (0, 1) for i = 1,..., m - 2 where 0 < xi(1) < xi(2) < (...) < xi(m-2) < 1 - In this paper we study the existence of C[0, 1] solutions for the m-point boundary value problem [GRAPHICS] The proof of our main result is based on the Leray-Schauder continuation theorem.