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Commit c76aaf9d authored by Katja Bercic's avatar Katja Bercic
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Olaf's updates

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\begin{participant}[type=PI,PM=4,gender=male]{Matthias Razum} \href{https://www.fiz-karlsruhe.de/de/forschung/e-research}{Matthias Razum} is head of e-Research at FIZ Karlsruhe. He is responsible for the development and maintenance of e-Content platforms, virtual research environments, services for research data management and digital preservation, and databases and repository platforms. Notable services operated by his department include the German Digital Library (DDB) and the Research Data Repository RADAR. \begin{participant}[type=R/D,PM=4,gender=male]{Matthias Razum} \href{https://www.fiz-karlsruhe.de/de/forschung/e-research}{Matthias Razum} is head of e-Research at FIZ Karlsruhe. He is responsible for the development and maintenance of e-Content platforms, virtual research environments, services for research data management and digital preservation, and databases and repository platforms. Notable services operated by his department include the German Digital Library (DDB) and the Research Data Repository RADAR.
He also lead several projects related to these topics and services on behalf of FIZ Karlsruhe, and authored 10 research publications in these areas. He also lead several projects related to these topics and services on behalf of FIZ Karlsruhe, and authored 10 research publications in these areas.
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\begin{participant}[type=PI,gender=male]{Moritz Schubotz} \href{http://moritzschubotz.de}{Moritz Schubotz} is currently a senior researcher at the Media Technology lab at the University of Wuppertal, Germany. He will join FIZ Karlsruhe in April 2019. \begin{participant}[type=R/D,PM=18,gender=male]{Moritz Schubotz} \href{http://moritzschubotz.de}{Moritz Schubotz} is currently a senior researcher at the Media Technology lab at the University of Wuppertal, Germany. He will join FIZ Karlsruhe in April 2019.
Moritz Schubotz completed his PhD in 2017 in the field of mathematical knowledge management. His achievements include methods for enrichment of formula semantics in digital libraries, enabling significant improvements in findability and interoperability of mathematical objects. In his current research activities, he continues to make mathematics machine readable and pursues several collaborations to make mathematical expressions more useful for humans and computers. Moritz Schubotz completed his PhD in 2017 in the field of mathematical knowledge management. His achievements include methods for enrichment of formula semantics in digital libraries, enabling significant improvements in findability and interoperability of mathematical objects. In his current research activities, he continues to make mathematics machine readable and pursues several collaborations to make mathematical expressions more useful for humans and computers.
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...@@ -33,7 +33,7 @@ The group working on \pn will be composed of the following non-exhaustive list: ...@@ -33,7 +33,7 @@ The group working on \pn will be composed of the following non-exhaustive list:
\input{CVs/Olaf.Teschke.tex} \input{CVs/Olaf.Teschke.tex}
\input{CVs/Matthias.Razum.tex} \input{CVs/Matthias.Razum.tex}
% \input{CVs/Moritz.Schubotz.tex} Kommt sp\"atestens Montag, ebenfalls noch mit einer Publikation zu Wikidata \input{CVs/Moritz.Schubotz.tex}
\subsubsection*{Achievements} \subsubsection*{Achievements}
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...@@ -59,7 +59,7 @@ and will even extend the calculation ...@@ -59,7 +59,7 @@ and will even extend the calculation
$\int_a^b |V(t)I(t)| dt\leq\left(\int_a^b\left|V(x)\right|^2 dx\right)^{\frac12} $\int_a^b |V(t)I(t)| dt\leq\left(\int_a^b\left|V(x)\right|^2 dx\right)^{\frac12}
\left(\int_a^b\left|I(x)\right|^2 dx\right)^{\frac12}$ \left(\int_a^b\left|I(x)\right|^2 dx\right)^{\frac12}$
after the engineer chooses $p=q=2$ (Cauchy-Schwarz inequality). after the engineer chooses $p=q=2$ (Cauchy-Schwarz inequality).
Estimating the individual values of $V$ and $I$ is a much simpler problem. Admittedly, Google would have found the information by querying for ``\texttt{Cauchy-Scharz H\"older}'', but that is the crucial information the engineer was missing in the first place. Estimating the individual values of $V$ and $I$ is a much simpler problem. Admittedly, Google would have found the information by querying for ``\texttt{Cauchy-Schwarz H\"older}'', but that is the crucial information the engineer was missing in the first place.
This example already shows that we need to handle mathematical data (deep FAIR; here for the H\"older's and Cauchy-Schwarz inequalities) in all their complexity to improve the state of the art. This example already shows that we need to handle mathematical data (deep FAIR; here for the H\"older's and Cauchy-Schwarz inequalities) in all their complexity to improve the state of the art.
...@@ -265,7 +265,7 @@ This allows optimally leveraging reusing stakeholder knowledge, networks, and us ...@@ -265,7 +265,7 @@ This allows optimally leveraging reusing stakeholder knowledge, networks, and us
&&&&&& $\approx 10^9$ objects \\ &&&&&& $\approx 10^9$ objects \\
&&&&&& $\approx 1$ TB \\\hline &&&&&& $\approx 1$ TB \\\hline
\multicolumn{7}{|l|}{\textbf{Linked Data}} \\\hline \multicolumn{7}{|l|}{\textbf{Linked Data}} \\\hline
\taskref{cases}{zbmathdata} & \site{FIZ} & Olaf Teschke & zbMATH & \cite{zblmath:online} & \site{FIZ} & $\approx 4$M publication records with semantic data \newline $\approx 30$M reference data \newline $>1$M disambig. authors \newline $\approx 2,7$M persistent links to full texts, thereof $\approx 1$M OA \\ \taskref{cases}{zbmathdata} & \site{FIZ} & Olaf Teschke & zbMATH & \cite{zbMATH:on} & \site{FIZ} & $\approx 4$M publication records with semantic data \newline $\approx 30$M reference data \newline $>1$M disambig. authors \newline $\approx 2,7$M persistent links to full texts, thereof $\approx 1$M OA \\
&& Olaf Teschke & swMATH & \cite{swMATH:on} & \site{FIZ} & $\approx 25$K software records with $> 300$K links to $> 180$K publications \\\cline{2-7} && Olaf Teschke & swMATH & \cite{swMATH:on} & \site{FIZ} & $\approx 25$K software records with $> 300$K links to $> 180$K publications \\\cline{2-7}
& \site{EMS} & Olaf Teschke & EuDML & \cite{EuDML:on} & \site{FIZ} & \multirow{2}{0.22\textwidth}{$\approx 260$K open full-text publications} \\ & \site{EMS} & Olaf Teschke & EuDML & \cite{EuDML:on} & \site{FIZ} & \multirow{2}{0.22\textwidth}{$\approx 260$K open full-text publications} \\
& \site{FIZ} &&&&& \\\hline & \site{FIZ} &&&&& \\\hline
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