ARTICLE
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doi:10.20944/preprints202404.0943.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
Binary pattern,Positive integers ,Collatz conjecture
Online: 15 April 2024 (10:55:15 CEST)
ARTICLE
|
doi:10.20944/preprints202402.1638.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
integers; Diophantine Equation; prime number
Online: 28 February 2024 (13:55:57 CET)
ARTICLE
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doi:10.20944/preprints202312.2327.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
Sums of consecutive squared integers equal to square integers; Quadratic diophantine equation; Generalized Pell equation; Fundamental solutions; Chebyshev polynomials
Online: 29 December 2023 (15:30:23 CET)
ARTICLE
|
doi:10.20944/preprints202109.0480.v9
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
Fermat’ s equation; prime numbers; coprime integers; Fermat’ s little theorem
Online: 26 September 2024 (12:15:52 CEST)
ARTICLE
|
doi:10.20944/preprints202312.1560.v1
Subject:
Social Sciences,
Cognitive Science
Keywords:
sensory schema; intensity; extent; contrasts; opposition; integers; number line
Online: 21 December 2023 (07:04:54 CET)
ARTICLE
|
doi:10.20944/preprints202006.0276.v2
Subject:
Computer Science And Mathematics,
Logic
Keywords:
Primes; Distribution of Primes; Primes and integers; Additive questions involving primes; Number representations
Online: 14 August 2020 (03:44:15 CEST)
CONCEPT PAPER
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doi:10.20944/preprints202011.0593.v2
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
Goldbach conjecture; Goldbach problem; Primes; Distribution of Primes; Primes and integers; Additive questions involving primes
Online: 29 December 2020 (16:07:49 CET)
ARTICLE
|
doi:10.20944/preprints201709.0127.v2
Subject:
Computer Science And Mathematics,
Logic
Keywords:
Davis-Putnan Robinson-Matiyasevich theorem; Diophantine equation which has at most finitely many solutions in non-negative integers; Diophantine equation which has at most finitely many solutions in positive integers; Diophantine equation which has at most finitely many integer solutions; Hilbert’s Tenth Problem; Matiyasevich’s theorem; recursively enumerable set; Smoryński’s theorem
Online: 27 September 2017 (04:05:45 CEST)
ARTICLE
|
doi:10.20944/preprints201902.0156.v4
Subject:
Computer Science And Mathematics,
Logic
Keywords:
Davis-Putnam-Robinson-Matiyasevich theorem, Diophantine equation which has at most finitely many solutions in \mbox{non-negative} integers, Hilbert's Tenth Problem, Hilbert's Tenth Problem for Q, Matiyasevich's theorem, recursively enumerable set, Smorynski's theorem
Online: 1 March 2019 (12:58:53 CET)
ARTICLE
Subject:
Computer Science And Mathematics,
Logic
Keywords:
Alexander Zenkin's super-induction method; arithmetical operations on huge integers cannot be performed by any physical process; computable set {${\mathcal X} \subseteq N$} whose finiteness remains conjectured; computable set {${\mathcal X} \subseteq N$} whose infiniteness remains conjectured
Online: 25 February 2020 (10:06:45 CET)