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Noah Schweber

Noah David Schweber

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Journal Articles

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2023
[j12]
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  - journals/computability/AndrewsCDS23
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  - https://dblp.org/rec/journals/computability/AndrewsCDS23
Uri Andrews, Mingzhong Cai, David Diamondstone, Noah Schweber:
Limit computability and ultrafilters. Comput. 12(2): 101-115 (2023)
[j11]
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  - journals/mlq/Schweber23
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Noah Schweber:
Avoiding Medvedev reductions inside a linear order. Math. Log. Q. 69(2): 165-173 (2023)
2022
[j10]
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  - journals/igpl/AndrewsGLMS22
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Uri Andrews, Peter M. Gerdes, Steffen Lempp, Joseph S. Miller, Noah David Schweber:
Computability and the Symmetric Difference Operator. Log. J. IGPL 30(3): 499-518 (2022)
[j9]
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  - journals/logcom/AndrewsLMS22
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Uri Andrews, Steffen Lempp, Manat Mustafa, Noah David Schweber:
The first-order theory of the computably enumerable equivalence relations in the uncountable setting. J. Log. Comput. 32(1): 98-114 (2022)
2021
[j8]
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  - journals/jml/AndrewsHS21
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Uri Andrews, Matthew Harrison-Trainor, Noah Schweber:
The property "arithmetic-is-recursive" on a cone. J. Math. Log. 21(3): 2150021:1-2150021:18 (2021)
2020
[j7]
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  - journals/apal/AndrewsSS20
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Uri Andrews, Noah Schweber, Andrea Sorbi:
The theory of ceers computes true arithmetic. Ann. Pure Appl. Log. 171(8): 102811 (2020)
[j6]
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Uri Andrews, Noah Schweber, Andrea Sorbi:
Self-full ceers and the uniform join operator. J. Log. Comput. 30(3): 765-783 (2020)
2019
[j5]
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  - journals/computability/Ongay-ValverdeS19
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Iván Ongay-Valverde, Noah David Schweber:
Effective localization number: Building k-surviving degrees. Comput. 8(3-4): 389-398 (2019)
2017
[j4]
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  - journals/jsyml/IgusaKS17
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Gregory Igusa, Julia F. Knight, Noah David Schweber:
Computing strength of Structures Related to the field of Real numbers. J. Symb. Log. 82(1): 137-150 (2017)
2016
[j3]
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Julia F. Knight, Antonio Montalbán, Noah David Schweber:
Computable Structures in Generic Extensions. J. Symb. Log. 81(3): 814-832 (2016)
2015
[j2]
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Noah David Schweber:
Transfinite Recursion in Higher Reverse Mathematics. J. Symb. Log. 80(3): 940-969 (2015)
2012
[j1]
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  - journals/computability/CholakDSS12
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Peter Cholak, Damir D. Dzhafarov, Noah David Schweber, Richard A. Shore:
Computably Enumerable Partial Orders. Comput. 1(2): 99-107 (2012)

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