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Joint Registration and Conformal Prediction for Partially Observed Functional Data. [PDF]
J Comput Graph StatWang F, Kurtek S, Zhang Y.
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Stabilizing the Convergence of Pixel-Based Deep Active Inference Controllers Using Adaptive Smoothing Filters. [PDF]
Biomimetics (Basel)Nagatsuka K +3 more
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Machine learning and probabilistic approaches for forecasting infectious disease transmission and cases. [PDF]
Int J Infect DisHossain MS +6 more
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Philosophical Transactions of the Royal Society of London. Series A: Physical and Engineering Sciences, 1993
Abstract An integer is called y-smooth if all of its prime factors are ⩽ y. An important problem is to show that the y-smooth integers up to x are equi-distributed among short intervals. In particular, for many applications we would like to know that if y is an arbitrarily small, fixed power of x then all intervals of length x up to x,
Friedlander, John B., Granville, Andrew
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Abstract An integer is called y-smooth if all of its prime factors are ⩽ y. An important problem is to show that the y-smooth integers up to x are equi-distributed among short intervals. In particular, for many applications we would like to know that if y is an arbitrarily small, fixed power of x then all intervals of length x up to x,
Friedlander, John B., Granville, Andrew
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The bootstrap: To smooth or not to smooth?
Biometrika, 1987In the statistical bootstrap the sample is resampled with replacement. However, these samples with replacement are not drawn from the unknown distribution F itself but from the empirical distribution function \(F_ n\) of the observed data. Because \(F_ n\) is a discrete distribution, samples constructed from \(F_ n\) in the bootstrap simulations will ...
Silverman, B. W., Young, G. A.
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Smooth subgroups and smooth homomorphisms
Fuzzy Sets and Systems, 2001This review concerns also the preceding item Zbl 0977.20058. The papers use fuzzy equality relations [cf. e.g. \textit{M. Wygralak}, Fuzzy Sets Syst. 10, 157-168 (1983; Zbl 0517.94025); \textit{M. Demirci}, Fuzzy Sets Syst. 106, No. 2, 239-246 (1999; Zbl 0934.03067)] in a generalization of fuzzy algebra structures.
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Smoothness and uniform smoothness
2018AbstractThe notions of smoothness and uniform smoothness of a space are discussed. The relation with differentiability of the norm is shown. The main tool, the modulus of smoothness of a space is studied.
Kazimierz Goebel, Stanisław Prus
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Smoothness and Asymptotic Smoothness
2012This chapter describes the modulus of smoothness of a function in the direction of a family of subspaces and the much simpler notion of upper Fréchet differentiability. It also considers the notion of spaces admitting bump functions smooth in the direction of a family of subspaces with modulus controlled by ω(t).
Joram Lindenstrauss +2 more
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