-
admits the
class of all sets
Forster (1995), p. 1.
Irvine &
Deutsch (2021).
Cenzer et al. (2020).
Church (1974, p. 308). See also
Forster (1995, p. 136), Forster...
-
symbolic logic. London; New York: Routledge. p. 41. ISBN 978-0-415-13342-5.
Cenzer, Douglas; Larson, Jean; Porter, Christopher; Zapletal, Jindřich (2020)....
-
other formal theories of
arithmetic (Smullyan 1958). Monk 1976, p. 100
Cenzer,
Douglas (1999), "Π0 1
classes in com****bility theory",
Handbook of com****bility...
- pp. 273–284, doi:10.1007/BFb0096907, ISBN 978-3-540-07856-2, MR 0429557
Cenzer,
Douglas (1999), " Π 1 0 {\displaystyle \Pi _{1}^{0}}
classes in com****bility...
- 7326/0003-4819-156-5-201203060-00010. PMID 22393133. Tang V,
Boscardin WJ, Stijacic-
Cenzer I, Lee SJ (April 2015). "Time to
benefit for
colorectal cancer screening:...
- The
Lebanese Medical Journal. 58 (1): 21–27. PMID 20358856.
Smith AK,
Cenzer IS,
Knight SJ,
Puntillo KA,
Widera E,
Williams BA,
Boscardin WJ, Covinsky...
- in the
application of
recursion theory to
other branches of mathematics (
Cenzer 1999, p. 39). The set 2<ω
consists of all
finite sequences of 0s and 1s...
- degrees".
Fundamenta Mathematicae. 177 (2): 175–192. doi:10.4064/fm177-2-5.
Cenzer,
Douglas (1984). "Monotone
Reducibility and the
Family of
Infinite Sets"...
-
existence of PA
degrees strictly below ∅ ′ {\displaystyle \emptyset '} .
Cenzer,
Douglas (1999). " Π 1 0 {\displaystyle \Pi _{1}^{0}}
classes in com****bility...
- 10.3820. PMID 17704404. Cruz, M; K. Covinsky; E. W. Widera; I. Stijacic-
Cenzer; S. J. Lee (2013). "Predicting 10-year
mortality for
older adults". JAMA...