An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic

We discuss, using recent results on the thermodynamics of multivalued logic, the difficulties and pitfalls of how to apply the Landauer’s principle to thermodynamic computer memory models. The presentation is based on Szilard’s version of Maxwell’s demon experiment and use of equilibrium Thermodynam...

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Main Authors: Kycia Radosław A., Niemczynowcz Agnieszka
Format: Article
Language:English
Published: Sciendo 2020-01-01
Series:Technical Transactions
Subjects:
Online Access:https://doi.org/10.37705/TechTrans/e2020042
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author Kycia Radosław A.
Niemczynowcz Agnieszka
author_facet Kycia Radosław A.
Niemczynowcz Agnieszka
author_sort Kycia Radosław A.
collection DOAJ
description We discuss, using recent results on the thermodynamics of multivalued logic, the difficulties and pitfalls of how to apply the Landauer’s principle to thermodynamic computer memory models. The presentation is based on Szilard’s version of Maxwell’s demon experiment and use of equilibrium Thermodynamics. Different versions of thermodynamic/mechanical memory are presented – a one-hot encoding version and an implementation based on a reversed Szilard’s experiment. The relationship of the Landauer’s principle to the Galois connection is explained in detail.
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spelling doaj.art-b4c376ef374e47b18f6fecd72473cf412023-12-18T12:46:11ZengSciendoTechnical Transactions2353-737X2020-01-01117110.37705/TechTrans/e2020042An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logicKycia Radosław A.0Niemczynowcz Agnieszka1Faculty of Materials Science and Physics, Cracow University of TechnologyUniversity of Warmia and Mazury, Faculty of Mathematics and Computer ScienceWe discuss, using recent results on the thermodynamics of multivalued logic, the difficulties and pitfalls of how to apply the Landauer’s principle to thermodynamic computer memory models. The presentation is based on Szilard’s version of Maxwell’s demon experiment and use of equilibrium Thermodynamics. Different versions of thermodynamic/mechanical memory are presented – a one-hot encoding version and an implementation based on a reversed Szilard’s experiment. The relationship of the Landauer’s principle to the Galois connection is explained in detail.https://doi.org/10.37705/TechTrans/e2020042landauer’s principleentropymultivalued logicencodingthe second law of thermodynamicsthermodynamic memory implementationgalois connection
spellingShingle Kycia Radosław A.
Niemczynowcz Agnieszka
An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
Technical Transactions
landauer’s principle
entropy
multivalued logic
encoding
the second law of thermodynamics
thermodynamic memory implementation
galois connection
title An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
title_full An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
title_fullStr An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
title_full_unstemmed An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
title_short An Explanation of the Landauer bound and its ineffectiveness with regard to multivalued logic
title_sort explanation of the landauer bound and its ineffectiveness with regard to multivalued logic
topic landauer’s principle
entropy
multivalued logic
encoding
the second law of thermodynamics
thermodynamic memory implementation
galois connection
url https://doi.org/10.37705/TechTrans/e2020042
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