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arXiv:2201.12110 · Physical Review A

Dynamical Landauer Principle: Quantifying Information Transmission by Thermodynamics

Chung-Yun Hsieh

Published Feb 5, 2025• 13 citations
arXivHTMLPDF

Abstract

Energy transfer and information transmission are two fundamental aspects of nature. They are seemingly unrelated, while recent findings suggest that a deep connection between them is to be discovered. This amounts to asking: Can we phrase the processes of transmitting classical bits equivalently as specific energy-transmitting tasks, thereby uncovering foundational links between them? We answer this question positively by showing that, for a broad class of classical communication tasks, a quantum dynamics' ability to transmit n bits of classical information is equivalent to its ability to transmit n units of energy in a thermodynamic task. This finding not only provides an analytical correspondence between information transmission and energy extraction tasks, but also quantifies classical communication by thermodynamics. Furthermore, our findings uncover the dynamical version of Landauer's principle, showing the strong link between transmitting information and energy. In the asymptotic regime, our results further provide thermodynamic meanings for the well-known Holevo-Schumacher-Westmoreland theorem in quantum communication theory.

DOI
10.1103/physreva.111.022207

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Energy transfer and information transmission are two fundamental aspects of nature. They are seemingly unrelated, while recent findings suggest that a deep connection between them is to be discovered. This amounts to asking: Can we phrase the processes of transmitting classical bits equivalently as specific energy-transmitting tasks, thereby uncovering foundational links between them? We answer this question positively by showing that, for a broad class of classical communication tasks, a quantum dynamics' ability to transmit n bits of classical information is equivalent to its ability to transmit n units of energy in a thermodynamic task. This finding not only provides an analytical correspondence between information transmission and energy extraction tasks, but also quantifies classical communication by thermodynamics. Furthermore, our findings uncover the dynamical version of Landauer's principle, showing the strong link between transmitting information and energy. In the asymptotic regime, our results further provide thermodynamic meanings for the well-known Holevo-Schumacher-Westmoreland theorem in quantum communication theory.
Information always moves according to mass/matter flow dictated by energy. Does the definition of information vector depend solely on mass and energy, or is it dependable on something more? The amount of information and maximum packaging in the finite thermodynamic system by Kolmogorov complexity theorem and Shannon's definition of the amount of information are the basis for this research. At first, information seems as an abstract entity completely separated from the physical world. However, when information is transmitted, it must be recorded by a receiver using energy and reading it from a mass equilibrium entropy state. The majority of research works is based heavily on the definition of information and transmission without interference from other channels and/or information packages. However, in this article, we develop a relationship between energy, mass, and information as physics properties. First was Landauer who stated that “Information is physical,” and using this principle, this article presents a model for quantum information transmission via mass and energy. Here, we show a model for information transmission via energy/mass to transfer information by preserving information quality.
Abstract Landauer’s principle bridges information theory and thermodynamics by linking the entropy change of a system during a process to the average energy dissipated to its environment. Although typically discussed in the context of erasing a single bit of information, Landauer’s principle can be generalized to characterize irreversibility in out-of-equilibrium processes, such as those involving complex quantum many-body systems. Specifically, the relation between the entropy change of a system and the energy dissipated to its environment can be decomposed into changes in quantum mutual information and a difference in the relative entropies of the environment. Here, we experimentally probe Landauer’s principle in the quantum many-body regime using a quantum field simulator of ultracold Bose gases. Employing a dynamical tomographic reconstruction scheme, we track the temporal evolution of the quantum field following a global mass quench from a massive to a massless Klein–Gordon model and analyse the thermodynamic and information-theoretic contributions to a generalized entropy production for various system–environment partitions of the composite system. Our results verify the quantum field theoretical calculations, interpreted using a semi-classical quasiparticle picture. Our work demonstrates the ability of ultracold atom-based quantum field simulators to experimentally investigate quantum thermodynamics.
Signaling quantum channels are fundamental to quantum communication, enabling the transfer of information from input to output states. In contrast, thermalization erases information about the initial state. This raises a crucial question: How does the thermalizing tendency of a quantum channel constrain its signaling power and vice versa? In this work, we address this question by considering three thermodynamic tasks associated with a quantum channel: the generation, preservation, and transmission of athermality. We provide faithful measures for athermality generation and athermality preservation of quantum channels, and prove that their difference quantifies athermality transmission. Analyzing these thermodynamic tasks, we find that the signaling ability of a quantum channel is upper-bounded by its athermality preservation and lower-bounded by its athermality transmission, thereby establishing a fundamental relationship between signaling and thermodynamic properties of channels for quantum communication. We demonstrate this interplay for the example of the quantum switch, revealing an explicit trade-off between the signaling ability and athermality of the quantum channels it can implement.
The Landauer's principle, a cornerstone of information thermodynamics, provides a fundamental lower bound on the energetic cost of information erasure in terms of the information content change. However, its traditional formulation is largely confined to systems exchanging solely energy with an ideal thermal bath. In this work, we derive general information-cost trade-off relations that go beyond the scope of Landauer's principle by developing a thermodynamic inference approach based on the maximum entropy principle. These relations require only information about the system and are applicable to complex quantum scenarios involving multiple conserved charges and non-thermal environments. Specifically, we present two key results: (i) In scenarios where only the mean values of observables are accessible, we derive an information-content-informed upper bound on the thermodynamic cost which complements an existing generalized Landauer lower bound. (ii) When second-order fluctuations can also be measured, we obtain an information-content-informed lower bound on the change in variances of observables, thereby extending the Landauer's principle to constrain higher-order fluctuation costs. We numerically validate our information-cost trade-off relations using a coupled-qubit system exchanging energy and excitations, a driven qubit implementing an information erasure process, and a driven double quantum dot system that can operate as an inelastic heat engine. Our results underscore the broad utility of maximum-entropy inference in constraining thermodynamic costs for generic finite-time quantum processes, with direct relevance to quantum information processing and quantum thermodynamic applications.
This chapter asks a bold but careful question: Could information be as fundamental as the forces we already know? Not a new push or pull like gravity, but a deeper organising substrate that shapes what forces can do. We trace the idea from quantum mechanics—where gaining “which-path” information destroys interference and erasing it restores fringes—to Landauer’s principle that information has thermodynamic cost. Wheeler’s “it from bit” frames reality as answers to yes/no questions, while Bell tests and no-signalling show that entanglement changes what correlations are possible without sending messages. In gravity, black-hole thermodynamics links information to area: the Bekenstein–Hawking law and holography suggest that a region’s information capacity scales with its boundary, inspiring Susskind’s complementarity and modern takes on the information paradox. We then read the universal constants https://www.w3.org/1998/Math/MathML" display="inline"> c , G , h , k B , α as limits on how fast, how finely, and how reliably information can move, resolve, and persist—constraints that also underwrite life’s local order against entropy. The claim is not that “information” is a fifth force in the Newtonian sense, but that it acts as a universal constraint/ledger steering admissible dynamics across quantum theory, thermodynamics, and spacetime. Seen this way, unification may be an information principle in disguise.