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  • About
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    • People who are involved
    • External Advisory Board
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    • SmartData @ Festival della Tecnologia
    • 5th SmartData@PoliTO Workshop (Internal Only) – Checking where we are
    • Thanks for the success of the 4th SmartData@PoliTO Workshop!
  • Seminars
    • Uncertainty damping in the macroscopic forecast of vehicular traffic flow
    • Information Exposure for Consumer IoT Devices: A Multidimensional, Network-Informed Measurement Approach
    • Issues in Spatial Databases and Geographic Information Systems (GIS)
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    • PhD Course: Data Science for Networks
    • PhD Course: Introduction to Random Matrices – Theory and Practice
    • Alta Scuola Politecnica: Winter School 2019
  • Research
    • Publications
    • Current PhD
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    • Open Datasets & Libraries
    • Topics
  • Computing Facilities
    • Cluster Access Instructions
    • Run Spark jobs with custom packages
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Home » Publications » An adaptive hp-DG-FE Method for Elliptic Problems. Convergence and Optimality in the 1D Case

An adaptive hp-DG-FE Method for Elliptic Problems. Convergence and Optimality in the 1D Case

Paola Antonietti, Claudio Canuto, Marco Verani (9999) An adaptive hp-DG-FE Method for Elliptic Problems. Convergence and Optimality in the 1D Case, In: Communications on Applied Mathematics and Computation

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