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Jan Korbel

Showing results (1-10 of 46) with videos related to

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Entropy (Basel, Switzerland)|January 14, 2021
Calibration Invariance of the MaxEnt Distribution in the Maximum Entropy PrincipleJan Korbel
Physical Review. E|May 20, 2020
When Shannon and Khinchin meet Shore and Johnson: Equivalence of information theory and statistical inference axiomaticsPetr Jizba, Jan Korbel
Physical Review. E|October 3, 2019
Comment on "Rényi entropy yields artificial biases not in the data and incorrect updating due to the finite-size data"Petr Jizba, Jan Korbel
Entropy (Basel, Switzerland)|October 23, 2021
The Statistical Foundations of EntropyPetr Jizba, Jan Korbel
Physical Review Letters|April 13, 2019
Maximum Entropy Principle in Statistical Inference: Case for Non-Shannonian EntropiesPetr Jizba, Jan Korbel
Nature Communications|March 18, 2025
Microscopic origin of abrupt mixed-order phase transitionsJan Korbel, Shlomo Havlin, Stefan Thurner
Entropy (Basel, Switzerland)|December 3, 2020
Information Geometric Duality of <i>ϕ</i>-Deformed Exponential FamiliesJan Korbel, Rudolf Hanel, Stefan Thurner
Proceedings of the National Academy of Sciences of the United States of America|February 10, 2026
Reply to Völker et al.: On the evidence of increased close friendships in societiesStefan Thurner, Markus Hofer, Jan Korbel
Proceedings of the National Academy of Sciences of the United States of America|October 31, 2025
Why more social interactions lead to more polarization in societiesStefan Thurner, Markus Hofer, Jan Korbel
Physical Review Letters|April 11, 2026
Empirical Validation of the Polarization Transition in a Double-Random Field Model of ElectionsJan Korbel, Remah Dahdoul, Stefan Thurner
Pageof 5

Showing results (1-10 of 46) with videos related to

Sort By:
Pageof 5
Entropy (Basel, Switzerland)|January 14, 2021
Calibration Invariance of the MaxEnt Distribution in the Maximum Entropy PrincipleJan Korbel
Physical Review. E|May 20, 2020
When Shannon and Khinchin meet Shore and Johnson: Equivalence of information theory and statistical inference axiomaticsPetr Jizba, Jan Korbel
Physical Review. E|October 3, 2019
Comment on "Rényi entropy yields artificial biases not in the data and incorrect updating due to the finite-size data"Petr Jizba, Jan Korbel
Entropy (Basel, Switzerland)|October 23, 2021
The Statistical Foundations of EntropyPetr Jizba, Jan Korbel
Physical Review Letters|April 13, 2019
Maximum Entropy Principle in Statistical Inference: Case for Non-Shannonian EntropiesPetr Jizba, Jan Korbel
Nature Communications|March 18, 2025
Microscopic origin of abrupt mixed-order phase transitionsJan Korbel, Shlomo Havlin, Stefan Thurner
Entropy (Basel, Switzerland)|December 3, 2020
Information Geometric Duality of <i>ϕ</i>-Deformed Exponential FamiliesJan Korbel, Rudolf Hanel, Stefan Thurner
Proceedings of the National Academy of Sciences of the United States of America|February 10, 2026
Reply to Völker et al.: On the evidence of increased close friendships in societiesStefan Thurner, Markus Hofer, Jan Korbel
Proceedings of the National Academy of Sciences of the United States of America|October 31, 2025
Why more social interactions lead to more polarization in societiesStefan Thurner, Markus Hofer, Jan Korbel
Physical Review Letters|April 11, 2026
Empirical Validation of the Polarization Transition in a Double-Random Field Model of ElectionsJan Korbel, Remah Dahdoul, Stefan Thurner
Pageof 5