Speed modulations in grid cell information geometry by Zeyuan Ye, Ralf Wessel

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Editorial: Advances in information geometry: beyond the conventional approach by F. M. Ciaglia, F. Di Cosmo, A. Ibort, A. Ibort, J. Suzuki

Subjects: “…information geometry…”
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Onsager’s Non-Equilibrium Thermodynamics as Gradient Flow in Information Geometry by Tatsuaki Wada, Antonio Maria Scarfone

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Radar signal recognition exploiting information geometry and support vector machine by Yuqing Cheng, Muran Guo, Limin Guo

Subjects: “…information geometry…”
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A Manipulator Pose Planning Algorithm Based on Matrix Information Geometry by Xiaomin Duan, Anqi Mu, Hao Guo, Xinyu Zhao

“…In this manuscript, an algorithm for planning the position and pose of the manipulator is proposed based on the information geometry structure of special orthogonal groups. …”
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UUV Cluster Distributed Navigation Fusion Positioning Method with Information Geometry by Lingling Zhang, Shijiao Wu, Chengkai Tang, Hechen Lin

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High-Precision Moving Target Shadow Detection Algorithm for ViSAR Based on Information Geometry by Shangqu Yan, Yaowen Fu, Ruofeng Yu, Chenyang Luo, Wenpeng Zhang, Wei Yang

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An Information Geometry-Based Track-Before-Detect Algorithm for Range-Azimuth Measurements in Radar Systems by Jinguo Liu, Hao Wu, Zheng Yang, Xiaoqiang Hua, Yongqiang Cheng

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A Cooperative Spectrum Sensing Method Based on Empirical Mode Decomposition and Information Geometry in Complex Electromagnetic Environment by Yonghua Wang, Shunchao Zhang, Yongwei Zhang, Pin Wan, Jiangfan Li, Nan Li

“…This paper proposes a cooperative spectrum sensing method based on empirical mode decomposition and information geometry. The method mainly includes two modules, a signal feature extraction module and a spectrum sensing module based on K-medoids. …”
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A Unified Approach to Aitchison’s, Dually Affine, and Transport Geometries of the Probability Simplex by Giovanni Pistone, Muhammad Shoaib

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Sloppiness Consistency in Biomechanical Models and Its Inspired Dual‐Space Model Optimization by Jiabao Tang, Wenyang Liu, Yiqi Mao, Shujuan Hou

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Affine Calculus for Constrained Minima of the Kullback–Leibler Divergence by Giovanni Pistone

Subjects: “…information geometry…”
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Research on Enhanced Belief Propagation List Decoding Algorithm for Polar Codes in UAV Communications for 6G by Chuanji Zhu, Yuanzhi He, Zheng Dou

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Information-Theoretical Analysis of a Transformer-Based Generative AI Model by Manas Deb, Tokunbo Ogunfunmi

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Polar Code BP Decoding Optimization for Green 6G Satellite Communication: A Geometry Perspective by Chuanji Zhu, Yuanzhi He, Zheng Dou

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Fast Proxy Centers for the Jeffreys Centroid: The Jeffreys–Fisher–Rao Center and the Gauss–Bregman Inductive Center by Frank Nielsen

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Towards complexity of primary-deformed Virasoro circuits by Johanna Erdmenger, Jani Kastikainen, Tim Schuhmann

“…Abstract The Fubini-Study metric is a central element of information geometry. We explore the role played by information geometry for determining the circuit complexity of Virasoro circuits and their deformations. …”
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Symplectic Bregman Divergences by Frank Nielsen

“…Some potential applications of symplectic divergences in geometric mechanics, information geometry, and learning dynamics in machine learning are touched upon.…”
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Asymmetries of thermal processes in open quantum systems by Álvaro Tejero, Rafael Sánchez, Laiachi El Kaoutit, Daniel Manzano, Antonio Lasanta

“…Our theory is exemplified using the recently developed thermal kinematics based on information geometry theory, utilizing three prototypical examples: a two-level system, the quantum harmonic oscillator, and a trapped quantum Brownian particle, in all cases showing faster heating than cooling under the appropriate conditions. …”
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Black holes and thermogeometric optimization by V. Avramov, H. Dimov, M. Radomirov, R. C. Rashkov, T. Vetsov

“…Additionally, we link the scale factor to the sign of thermodynamic curvature, connecting it to the information geometry governing optimal processes. Our results indicate that optimal fluctuations can drive the evaporation of Schwarzschild and Kerr black holes, which may significantly differ from Hawking radiation. …”
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