Topological nonlinear analysis II: degree, singularity and variations. Papers presented in part at the 2nd topological analysis workshop on degree, singularity and variations: developments of the last 25 years, Frascati, Italy, June 1995 (Q1358297)

The articles of this volume will be reviewed individually. The preceding workshop (1, 1993) has been reviewed (see Zbl 0809.00007). Indexed articles: \textit{Dell'Antonio, Gianfausto}, Classical solutions for a perturbed \(N\)-body system, 1-86 [Zbl 0895.70009] \textit{Brézis, Haïm}, Degree theory: Old and new, 87-108 [Zbl 0884.47038] \textit{Church, P. T.; Timourian, J. G.}, Global structure for nonlinear operators in differential and integral equations. I: Folds, 109-160 [Zbl 0879.58007] \textit{Church, P. T.; Timourian, J. G.}, Global structure for nonlinear operators in differential and integral equations. II: Cusps, 161-245 [Zbl 0879.58008] \textit{Gȩba, Kazimierz}, Degree for gradient equivariant maps and equivariant Conley index, 247-272 [Zbl 0880.57015] \textit{Mosco, Umberto}, Variations and irregularities, 273-313 [Zbl 0884.58001] \textit{Ruf, Bernhard}, Singularity theory and bifurcation phenomena in differential equations, 315-395 [Zbl 0892.58057] \textit{Stuart, C. A.}, Bifurcation from the essential spectrum, 397-443 [Zbl 0888.47045] \textit{Zabrejko, P. P.}, Rotation of vector fields: Definition, basic properties, and calculation, 445-601 [Zbl 0887.47042]