W. Wittbold, A. Fischman, D. Cowburn, and C. Ogle. Optimal filtering in Fourier Transform NMR. Journal of Magnetic Resonance, 39:127–135, 1980.
D. Burghelea and C. Ogle. The Künneth formula in cyclic homology. Math. Z., 193(4):527–536, 1986.
C. Ogle. On the K-theory and cyclic homology of a square-zero ideal I. J. Pure Appl. Algebra, 46(2-3):233–247, 1987.
Z. Fiedorowicz and C. Ogle. Algebraic K-theory and configuration spaces. Topology, 29(4):409–418, 1990.
C. Ogle. Assembly maps, K-theory, and hyperbolic groups. K-Theory, 6(3):235–265, 1992.
Z. Fiedorowicz, C. Ogle, and R. M. Vogt. Volodin K-theory of A∞-ring spaces. Topology, 32(2):329–352, 1993.
R. Aboughazi and C. Ogle. On Chevalley-Eilenberg and cyclic homologies. J. Algebra, 166(2):317–339, 1994.
C. Ogle. Polynomially bounded cohomology and discrete groups. J. Pure Appl. Algebra, 195(2):173–209, 2005.
C. Ogle. Filtrations of simplicial functors and the Novikov conjecture. K-Theory, 36(3-4):345–369 (2006), 2005.
R. Ji and C. Ogle. Subexponential group cohomology and the K-theory of Lafforgue’s algebra Amax(π). K-Theory, 37(3):321–328, 2006.
R. Ji, C. Ogle, and B. Ramsey. Relatively hyperbolic groups, rapid decay algebras and a generalization of the Bass conjecture. J. Noncommut. Geom., 4(1):83–124, 2010. With an appendix by Ogle.
R. Ji, C. Ogle, B. Ramsey. B-Bounded cohomology and applications. arXiv:1004.4677v4.
J. Fowler, C. Ogle. Bounded homotopy theory and the K-theory of weighted complexes. arXiv:1102.0497.
C. Ogle. Polynomially bounded cohomology and the Novikov Conjecture. arXiv:1004.4680v4.