Raimon Tolosana Delgado

Dr. Raimon Tolosana Delgado

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Research Focus & Metrics

Academic Career Length

20Years (2007-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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19 November 2018 in Mathematical Geosciences
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Journal Article
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RDRaimon Tolosana Delgado
Raimon Tolosana Delgado
UMUte A Mueller
Ute A Mueller
KBK. Gerald van Den Boogaart
K. Gerald van Den Boogaart

1 December 2012 in Sedimentary Geology
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Journal Article
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RDRaimon Tolosana Delgado
Raimon Tolosana Delgado

1 December 2023 in Elements
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Journal Article
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MFMax Frenzel
Max Frenzel
RBRegina Baumgartner
Regina Baumgartner
RDRaimon Tolosana Delgado
Raimon Tolosana Delgado
JGJens Gutzmer
Jens Gutzmer
Geometallurgy is an interdisciplinary research field concerned with the planning, monitoring, and optimisation of mineral resource extraction and beneficiation. Geometallurgy relies on a quantitative understanding of primary resource characteristics such as mineralogical composition and texture, the spatial distribution and variability of these characteristics, and how they interact with mining and beneficiation processes. Thus, geometallurgy requires accurate analytical data for resource characterisation and detailed models of orebody geology, mining and processing technologies, mineral economics, and the often-complex interactions between them. Here, we introduce the fundamental concepts relevant to the field, with particular emphasis on the current state-of-the-art and some notes on potential future developments.

12 July 2016 in Mathematical Geosciences
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KBK. Gerald van Den Boogaart
K. Gerald van Den Boogaart
UMUte A Mueller
Ute A Mueller
RDRaimon Tolosana Delgado
Raimon Tolosana Delgado

6 October 2020 in Mathematical Geosciences
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Journal Article
Open access
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KBK Van Den Boogaart
K Van Den Boogaart
PFPeter Filzmoser
Peter Filzmoser
KHK Hron
K Hron
MTMatthias Templ
Matthias Templ
RDRaimon Tolosana Delgado
Raimon Tolosana Delgado
Compositional data carry their relevant information in the relationships (logratios) between the compositional parts. It is shown how this source of information can be used in regression modeling, where the composition could either form the response, or the explanatory part, or even both. An essential step to set up a regression model is the way how the composition(s) enter the model. Here, balance coordinates will be constructed that support an interpretation of the regression coefficients and allow for testing hypotheses of subcompositional independence. Both classical least-squares regression and robust MM regression are treated, and they are compared within different regression models at a real data set from a geochemical mapping project.

1 January 2022 in Journal of Multivariate Analysis
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Journal Article
Closed access
Frédéric OuimetFrédéric Ouimet
Frédéric Ouimet
RDRaimon Tolosana Delgado
Raimon Tolosana Delgado