Results 201 to 210 of about 3,112,769 (259)
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International Journal of Bifurcation and Chaos, 2023
In this paper, the peculiarities of a quadratic map are investigated, unveiling the hidden relationship with the classical logistic map. Moreover, the improvements in generating odd-periodic oscillations and the related intermittent behavior using the shifted logistic formulation are shown from an experimental point of view.
Buscarino A., Fortuna L.
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In this paper, the peculiarities of a quadratic map are investigated, unveiling the hidden relationship with the classical logistic map. Moreover, the improvements in generating odd-periodic oscillations and the related intermittent behavior using the shifted logistic formulation are shown from an experimental point of view.
Buscarino A., Fortuna L.
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Simplicity bias, algorithmic probability, and the random logistic map
Physica A: Statistical Mechanics and its Applications, 2023Simplicity bias is an intriguing phenomenon prevalent in various input-output maps, characterized by a preference for simpler, more regular, or symmetric outputs.
B. Hamzi, K. Dingle
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Securing Multimedia Using a Deep Learning Based Chaotic Logistic Map
IEEE journal of biomedical and health informatics, 2022Telemedicine and online consultations with doctors has become very popular during the pandemic and involves the transmission of medical data through the internet.
C. Rupa +4 more
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Theory, Culture & Society, 2021
This review article engages with a rich field of scholarship on logistics that has gathered momentum over the past decade, focusing on two new publications by Laleh Khalili and Martín Arboleda. It contextualizes how and why logistics is bound up with the militarization of contemporary political and social life. I argue that the later 20th century rise
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This review article engages with a rich field of scholarship on logistics that has gathered momentum over the past decade, focusing on two new publications by Laleh Khalili and Martín Arboleda. It contextualizes how and why logistics is bound up with the militarization of contemporary political and social life. I argue that the later 20th century rise
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Introduction to Chaos and Coherence, 2022
Let X be a set and f be a function from X to X . Since the domain and the codomain of f are equal, we can iterate the function f i.e. the functions f , f 2 := f ◦ f , f 3 := f ◦ f ◦ f , ... are well defined. For every x0 in X , we can define the orbit of
Julien Arino
semanticscholar +3 more sources
Let X be a set and f be a function from X to X . Since the domain and the codomain of f are equal, we can iterate the function f i.e. the functions f , f 2 := f ◦ f , f 3 := f ◦ f ◦ f , ... are well defined. For every x0 in X , we can define the orbit of
Julien Arino
semanticscholar +3 more sources
Hybrid image compression-encryption scheme based on multilayer stacked autoencoder and logistic map
China Communications, 2022Secure transmission of images over a communication channel, with limited data transfer capacity, possesses compression and encryption schemes. A deep learning based hybrid image compression-encryption scheme is proposed by combining stacked auto-encoder ...
Neetu Gupta, R. Vijay
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Journal of Theoretical Probability, 2000
The paper studies iterations of i.i.d. random logistic maps, i.e. it studies the sequence \(X_{n+1}=C_{n+1}X_n(1-X_n)\) where \(C_n, n=1,2,\dots\), is a sequence of i.i.d. random variables with values in \([0,4].\) The authors show that \(X_n\) tends to zero a.s. if \(E\ln C_10\) and \(E|\ln(4-C_1)|
Athreya, K. B., Dai, Jack
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The paper studies iterations of i.i.d. random logistic maps, i.e. it studies the sequence \(X_{n+1}=C_{n+1}X_n(1-X_n)\) where \(C_n, n=1,2,\dots\), is a sequence of i.i.d. random variables with values in \([0,4].\) The authors show that \(X_n\) tends to zero a.s. if \(E\ln C_10\) and \(E|\ln(4-C_1)|
Athreya, K. B., Dai, Jack
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International Journal of Bifurcation and Chaos, 1994
Several endomorphisms of a plane have been constructed by coupling two logistic maps. Here we study the dynamics occurring in one of them, a twisted version due to J. Dorband, which (like the other models) is rich in global bifurcations. By use of critical curves, absorbing and invariant areas are determined, inside which global bifurcations of the ...
GARDINI, LAURA +3 more
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Several endomorphisms of a plane have been constructed by coupling two logistic maps. Here we study the dynamics occurring in one of them, a twisted version due to J. Dorband, which (like the other models) is rich in global bifurcations. By use of critical curves, absorbing and invariant areas are determined, inside which global bifurcations of the ...
GARDINI, LAURA +3 more
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A Novel Image Encryption using 3D Logistic Map and Improved Chirikov Map
2022 International Conference on Advances in Computing, Communication and Materials (ICACCM), 2022Images are one of the essential data being generated daily. Many images are taken in our day-to-day life. It is vital to keep those images secure. This paper proposes a new image encryption algorithm utilizing a 3D Logistic Map and an improved Chirikov ...
Ch. Jnana Ramakrishna +5 more
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