Dariusz Wilczynski Ph.D.

Publications | Journal Articles

Academic Journal

• Bowles, T.B, Wilczynski, D.M, (2021). Universal localization of certain matrix rings. Journal of Pure and Applied Algebra, 225, 1-30.
• Wilczynski, D.M, (2014). On the Fundamental Theorem of Algebra for polynomial equations over real composition algebras. Journal of Pure and Applied Algebra, 218, 1195-1205.
• Wilczynski, D.M, Lee, R., (2001). Erratum to "Genus inequalities and four-dimensional surgery". Topology, 40, 1123.
• Wilczynski, D.M, Lee, R., (2000). Genus inequalities and four-dimensional surgery. Topology, 39, 311-330.
• Wilczynski, D.M, Lee, R., (1997). Representing homology classes by locally flat surfaces of minimum genus. Amer. J. Mathematics, 119, 1119-1137.
• Wilczynski, D.M, Bauer, S., (1996). On the topological classication of pseudofree group actions on 4-manifolds: II. K-Theory, 10, 491-516.
• Wilczynski, D.M, (1994). On the topological classication of pseudofree group actions on 4-manifolds: I. Mathematische Zeitschrift, 217, 335-366.
• Wilczynski, D.M, Lee, R., (1993). Representing homology classes by locally flat 2-spheres. K-Theory , 7, 333-367.
• Wilczynski, D.M, Lee, R., (1992). Correction to "Locally flat 2-spheres in simply connected 4-manifolds". Comment. Math. Helv., 67, 334-335.
• Wilczynski, D.M, (1991). Periodic maps on simply connected four-manifolds. Topology, 30, 55-65.
• Wilczynski, D.M, Lee, R., (1990). Locally flat 2-spheres in simply connected 4-manifolds. Comment. Math. Helv., 65, 388-412.
• Wilczynski, D.M, (1990). Symmetries of homology complex projective planes. Mathematische Zeitschrift, 203, 309-319.
• Wilczynski, D.M, (1988). Group actions on the Chern manifold. Mathematische Annalen, 281, 333-339.
• Wilczynski, D.M, (1987). Group actions on the complex projective plane. Trans. Amer. Math. Soc., 303, 707-731.
• Wilczynski, D.M, (1984). Fixed point free equivariant homotopy classes. Fundamenta Math., 123, 47-60.
• Wilczynski, D.M, (1983). Note on the Equivariant Extension Theorem. Bull. Pol. Acad. Sci. Ser. Math., 31, 35-40.

An asterisk (*) at the end of a publication indicates that it has not been peer-reviewed.

Publications | Technical Reports

Research Reports

• Wilczynski, D.M, (1987). Group actions on homology complex projective planes. Ph.D. thesis, Indiana University

An asterisk (*) at the end of a publication indicates that it has not been peer-reviewed.

Publications | Other

An asterisk (*) at the end of a publication indicates that it has not been peer-reviewed.