Fourier Transforms and Iterated Function Systems
We discuss the problem of bounding the Fourier transforms of stationary measures of iterated function systems (IFSs) and how the pseudo-randomness of the IFS either due to arithmetic, algebraic or geometric reasons is reflected in the behaviour of the Fourier transform.
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A TCN-BiLSTM and ANR-IEKF Hybrid Framework for Sustained Vehicle Positioning During GNSS Outages. [PDF]
Niu S +5 more
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Research on multimodal data enhanced SLAM algorithm for global mapping of underground coal mines. [PDF]
Hao M, Ren J, Ji X, Bi Y, Zhao S, Wu M.
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Dirac-equation signal processing: Physics boosts topological machine learning. [PDF]
Wang R, Tian Y, Liò P, Bianconi G.
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Perceptual interventions ameliorate statistical discrimination in learning agents. [PDF]
Duéñez-Guzmán EA +12 more
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A hybrid machine learning framework for offline signature verification using gray wolf optimization. [PDF]
Rathore NC +4 more
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Numerical Integration of Stochastic Differential Equations: The Heun Algorithm Revisited and the Itô-Stratonovich Calculus. [PDF]
Mannella R.
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Self-Organizing Wireless Sensor Networks Solving the Coverage Problem: Game-Theoretic Learning Automata and Cellular Automata-Based Approaches. [PDF]
Seredynski F +4 more
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Additivity and Chain Rules for Quantum Entropies via Multi-index Schatten Norms. [PDF]
Fawzi O +3 more
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Stable iterated function systems
The purpose of this thesis is to generalize the growing theory of iterated function systems (IFSs). Earlier, hyperbolic IFSs with finitely many functions have been studied extensively. Also, hyperbolic IFSs with infinitely many functions have been studied. In this thesis, more general IFSs are studied. The Hausdorff pseudometric is studied.
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