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2
|
A note on the Turing degree of divergence bounded computable real numbers
– Xizhong Zheng, Robert Rettinger
- 2004
|
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7
|
Monotonically computable real numbers
– Xizhong Zheng, Robert Rettinger, George Barmpalias
- 2002
|
|
|
Interpolating d-r. e. and REA degrees between r. e. degrees
– Marat Arslanov, Richard A. Shore
- 1995
|
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2
|
On Beta-Shifts Having Arithmetical Languages
– Jakob Grue Simonsen
|
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9
|
Presentations of computably enumerable reals
– Rodney G. Downey, Geoffrey L. Laforte
- 2002
|
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25
|
Some Computability-Theoretical Aspects of Reals and Randomness
– Rodney G. Downey
- 2001
|
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2
|
Degrees of d.c.e. reals
– Rod Downey, Guohua Wu, Xizhong Zheng
- 2004
|
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4
|
On isolating r.e. and isolated d.r.e. degrees
– Marat Arslanov, Richard A. Shore X
- 1996
|
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5
|
A Limiting First Order Realizability Interpretation
– Masahiro Nakata, Susumu Hayashi
|
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17
|
Infinitary Self Reference in Learning Theory
– John Case
- 1994
|
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14
|
The theory of the degrees below 0
– Richard A. Shore
- 1981
|
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4
|
Degrees of Computing and Learning
– Frank Stephan
- 1999
|
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1
|
The physical and philosophical implications of the Church-Turing thesis
– Eleni Pagani
- 2004
|
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3
|
Computing machines can’t be intelligent (...and Turing said so
– Peter Kugel
- 2002
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|
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Summary
– unknown authors
|
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4
|
Church's Thesis and Hume's Problem
– Kevin T. Kelly, Oliver Schulte
- 1995
|
|
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If intelligence is computable, then...
– Peter Kugel
- 2003
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3
|
Towards a theory of intelligence
– Peter Kugel
|
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5
|
The Church-Turing thesis: Consensus and opposition
– Martin Davis
- 2006
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