Effective Mathematics of the Uncountable

Editors

Noam Greenberg, Victoria University of Wellington
Noam Greenberg is a Rutherford Discovery Fellow of the Royal Society of New Zealand where his research interests include computability theory, algorithmic randomness, reverse mathematics, higher recursion theory, computable model theory and set theory.

Denis Hirschfeldt, University of Chicago
Denis Hirschfeldt is a Professor of Mathematics at the University of Chicago and has previously held visiting positions at the University of Wisconsin, Madison and the University of Notre Dame. He was a recipient of the 2010 Sacks Prize of the Association for Symbolic Logic for expository writing.

Joel David Hamkins, College of Staten Island
Joel David Hamkins is a professor at the City University of New York and has held visiting positions at the University of California, Berkeley, Kobe University, Carnegie Mellon University, the University of Muenster, the University of Amsterdam and New York University.

Russell Miller, Queens College, City University of New York
Russell Miller holds an appointment as Professor of Mathematics jointly between Queens College and the CUNY Graduate Center. His research applies computability to other areas of mathematics, including model theory, set theory, commutative algebra, differential algebra, graph theory and topology.

Contributors

Antonio Montalbán, André Nies, Samuel Coskey, Joel David Hamkins, W. Calvert, J. E. Porter, Alexey Stukachev, Noam Greenberg, Julia F. Knight, Gerald E. Sacks, Russell Miller, Richard A. Shore