Search Results - "Riccomagno, E"

Experimental Design and Observation for Large Systems by Bates, R. A., Buck, R. J., Riccomagno, E., Wynn, H. P.

“…Large systems require new methods of experimental designs suitable for the highly adaptive models which are employed to cope with complex non-linear responses…”
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Strategies for Rare Population Detection and Sampling: A Methodological Approach in Liguria by Lancia, G, Riccomagno, E

“…Economic policy sciences are constantly investigating the quality of well-being of broad sections of the population in order to describe the current…”
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An Algebraic Computational Approach to the Identifiability of Fourier Models by Caboara, M., Riccomagno, E.

“…Computer algebra and in particular Gröbner bases are powerful tools in experimental design (Pistone and Wynn, 1996,Biometrika83, 653–666). This paper applies…”
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Lattices and dual lattices in optimal experimental design for Fourier models by Bates, R.A., Riccomagno, E., Schwabe, R., Wynn, H.P.

“…Number-theoretic lattices, used in integration theory, are studied from the viewpoint of the design and analysis of experiments. For certain Fourier regression…”
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Differential algebra methods for the study of the structural identifiability of rational function state-space models in the biosciences by Margaria, Gabriella, Riccomagno, Eva, Chappell, Michael J., Wynn, Henry P.

“…In this paper methods from differential algebra are used to study the structural identifiability of biological and pharmacokinetics models expressed in…”
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Structural identifiability analysis of some highly structured families of statespace models using differential algebra by Margaria, Gabriella, Riccomagno, Eva, White, Lisa J

“…In this paper we identify biologically relevant families of models whose structural identifiability analysis could not be performed with available techniques…”
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Lattice-Based $D$-Optimum Design for Fourier Regression by Riccomagno, Eva, Schwabe, Rainer, Wynn, Henry P.

“…A theory of optimum orthogonal fractions is developed for Fourier regression models using integer lattice designs. These provide alternatives to simple grids…”
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Assessing path-following performance for Unmanned Marine Vehicles with algorithms from numerical commutative algebra by Saggini, E., Torrente, M., Riccomagno, E., Bibuli, M., Bruzzone, G., Caccia, M., Zereik, E.

“…A current trend in marine robotics consists of performance evaluation of Unmanned Marine Vehicles (UMVs) guidance systems. This paper contributes to this by…”
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Grobner basis strategies in regression by Giglio, Beatrice, Riccomagno, Eva, Wynn, Henry P

“…The Grobner basis method in experimental design is developed in a practical setting. The computational algebraic techniques are coupled with statistical…”
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The application of computational algebraic geometry to the analysis of designed experiments: a case study by Holliday, Tim, Pistone, Giovanni, Riccomagno, Eva, Wynn, Henry P.

“…SummaryComputational algebraic geometry can be used to solve estimability/identifiability problems in the design of experiments. The key is to replace the…”
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Parallel Synthesis and Study of Fluorous Biphasic Partition Coefficients of 1H,1H,2H,2H-Perfluoroalkylsilyl Derivatives of Triphenylphosphine:  A Statistical Approach by de Wolf, Elwin, Riccomagno, Eva, de Pater, Jeroen J. M, Deelman, Berth-Jan, van Koten, Gerard

“…A library of fluorous, (1H,1H,2H,2H-perfluoroalkyl)silyl-substituted derivatives of triphenylphosphine, Ph3 - a P[C6H5 - y {SiMe3 - b (CH2CH2C x F2 x +1) b } y…”
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