Math @ Duke

Books
 with Donald W. Loveland, Richard E. Hodel, S.G. Sterrett, Three Views of Logic: Mathematics, Philosophy, Computer Science
(2016)
Papers Published
 R.E. Hodel, Restricted versions of the TukeyTeichmuller Theorem that are equivalent to the Boolean prime ideal theorem,
Archive for Mathematical Logic 44, 459  472
(2005) [pdf]
 Hodel, RE, Book review: G. Tourlakis, Lectures in Logic and Set Theory (Volume 2), 592 pages.,
Review of Modern Logic, vol. 10
(2004),
pp. 155159
 Hodel, RE; Vaughan, JE, Reflection theorems for cardinal functions,
Topology and Its Applications, vol. 100 no. 1
(2000),
pp. 4766, Elsevier BV, ISSN 01668641 [Gateway.cgi], [doi]
 Hodel, R, Book review: The Mathematical Legacy of Edward Cech, edited by Katetov and Simon, 441 pages.,
Modern Logic, vol. 6
(1996),
pp. 333339
 R.E. Hodel and J. E. Vaughan, Reflection theorems for cardinal functions,
Topology and Its Applications 100(2000), 4766
 R. E. Hodel, Neighborhood systems and cardinal functions: a unified aproach to metrization a,
Topology and Its Applications 90 (1998), 3156
 Richard E Hodel, History of generalized metrizable spaces,
Handbook of the History of General Topology (volume II), edited by C. Aull and R. Lowen, Kluwer Academic Publishers (1998), 541576
 Richard E Hodel, Metrizability of spaces satisfying Nagata's condition,
Mathematica Japonica 47 (1998), 287293
 R.E. Hodel and J.E. Vaughan, In memory of John Henderson Roberts (19061997),
Topology Proceedings 23 (1998), 201219
 Richard E Hodel, An Introduction to Mathematical Logic,
PWS Publishing Company, 1995
 Richard E Hodel, kstructures and topology,
Annals of New York Academy of Sciences, 728 (1994), 5063
Papers Submitted
 R.E. Hodel, Arhangel skii's Solution to Alexandroff's Problem: A Survey,
Topology and Its Applications 153, 21992217
(2006) [pdf]
Preprints
 R.E. Hodel, Classical metrization theorems,
in Encyclopedia of General Topology, edited by Hart, Nagata, Vaughan
(2003),
pp. 239241, Elsevier
 R.E. Hodel, Modern metrization theorems,
in Encyclopedia of General Topology, edited by Hart, Nagata, Vaughan
(2003),
pp. 242246, Elsevier


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