Advanced Mathematical and Computational Tools in Metrology V

This book is of interest to people in universities, research centers and industries who are involved in measurements and need advanced mathematical tools to solve their problems, and also to those developing such mathematical tools.

Contents

• Discrete B-Splines Approximation in a Variety of Norms (I J Anderson & D A Turner)
• Local and Global Calibration of Coordinate Measuring Machines (S D Antunes et al.)
• Interactive Bootstrap Computing on the Internet (P Ciarlini et al.)
• Use of Monte Carlo Simulation for Uncertainty Evaluation in Metrology (M G Cox et al.)
• Assessment of Current Methods of Analysis for Quantitative In-Vivo Magnetic Resonance Spectroscopy (C Elster et al.)
• The Mutual Recognition Arrangement (MRA) — Recognizing National Traceability (E Filipe)
• Self-Calibration and Error Separation in Metrology (A B Forbes & I M Smith)
• Mathematical Model Adequacy in Metrology: Step-by-Step Approach (V A Granovsky & T N Siraya)
• Databases in Metrology: Requirements and Solutions (V Hartmann et al.)
• Tools for Quality Testing of Batches of Artifacts: The Cryogenic Thermometers for the LHC (D Ichim et al.)
• Bayesian Approaches to Data Fusion in Metrology (G P Kelly)
• Estimators for Key Comparison Reference Values (R Köhler)
• An Algorithm for On-Line Outlier Rejection by Sequence Analysis in Data Acquisition (F Pavese et al.)
• and other papers