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Archaeology International
Architecture_MPS
Europe and the World: A law review
Film Education Journal
History Education Research Journal
International Journal of Development Education and Global Learning
International Journal of Social Pedagogy
Jewish Historical Studies: A Journal of English-Speaking Jewry
Journal of Bentham Studies
London Review of Education
Radical Americas
Research for All
The Journal of the Sylvia Townsend Warner Society
The London Journal of Canadian Studies
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About UCL Press
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Technology and Mathematics : Philosophical and Historical Investigations
On Explaining Non-dynamically the Quantum Correlations Via Quantum Information Theory: What It Takes
other
Author(s):
Mauro Dorato
,
Laura Felline
Publication date
(Online):
October 25 2018
Publisher:
Springer International Publishing
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Numerical Algebra, Matrix Theory, Differential-Algebraic Equations, and Control Theory
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Discussion of Probability Relations between Separated Systems
E. Schrödinger
,
Jurriaan M. Born
(1935)
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Explaining the Brain
Carl Craver
(2007)
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The message of the quantum
Anton Zeilinger
(2005)
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Book Chapter
Publication date (Print):
2018
Publication date (Online):
October 25 2018
Pages
: 235-251
DOI:
10.1007/978-3-319-93779-3_10
SO-VID:
39a2eed8-020f-41f5-b577-9aec0aa80524
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Book chapters
pp. 3
Introduction
pp. 13
Mathematics and Technology Before the Modern Era
pp. 33
Computation in Medieval Western Europe
pp. 47
Leibniz and the Calculus Ratiocinator
pp. 79
Mathematics and Mechanical Computation
pp. 107
The Mathematical Origins of Modern Computing
pp. 137
Cryptology, Mathematics, and Technology
pp. 165
The Epistemology of Computer-Mediated Proofs
pp. 185
Mathematical and Technological Computability
pp. 235
On Explaining Non-dynamically the Quantum Correlations Via Quantum Information Theory: What It Takes
pp. 253
Universality, Invariance, and the Foundations of Computational Complexity in the Light of the Quantum Computer
pp. 285
Mathematical Models of Technological and Social Complexity
pp. 305
The Rise and Fall of the Anti-Mathematical Movement
pp. 325
Reflections on the Empirical Applicability of Mathematics
pp. 345
What the Applicability of Mathematics Says About Its Philosophy
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