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Chapter
Functional Data Analysis for Big Data: A Case Study on California Temperature Trends
In recent years, detailed historical records, remote sensing, genomics and medical imaging applications as well as the rise of the Internet-of-Things present novel data streams. Many of these data are instance...
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Article
Quantifying Infinite-Dimensional Data: Functional Data Analysis in Action
Functional data analysis (FDA) is concerned with inherently infinite-dimensional data objects and therefore can be viewed as part of the methodology for big data. The size of functional data may vary from tera...
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Chapter
Function Estimation
The following is a brief review of three landmark papers of Peter Bickel on theoretical and methodological aspects of nonparametric density and regression estimation and the related topic of goodness-of-fit te...
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Chapter and Conference Paper
Functional Varying Coefficient Models
Functional varying coefficient models provide a versatile and flexible analysis tool for relating longitudinal responses to longitudinal predictors. Two key innovations are: Representing the varying coefficien...
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Reference Work Entry In depth
Functional Data Analysis
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Article
Rejoinder on: dynamic relations for sparsely sampled Gaussian processes
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Article
Dynamic relations for sparsely sampled Gaussian processes
In longitudinal studies, it is common to observe repeated measurements data from a sample of subjects where noisy measurements are made at irregular times, with a random number of measurements per subject. Oft...
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Chapter and Conference Paper
Empirical Dynamics and Functional Data Analysis
We review some recent developments on modeling and estimation of dynamic phenomena within the framework of Functional Data Analysis (FDA). The focus is on longitudinal data which correspond to sparsely and irr...
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Article
Discussion: Forecasting functional time series
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Article
Comments on: Nonparametric inference with generalized likelihood ratio tests
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Chapter and Conference Paper
Nichtparametrische Regression für die Analyse von Verlaufskurven
Zur Analyse biomedizinischer Verlaufskurven werden Methoden der nicht-parametrischen Regression vorgeschlagen, insbesondere Kernschätzer und glättende Splines. Die grundlegenden Ideen und einige asymptotische ...