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A total of eight CRM researchers appear on the updated version for the 2021 list and the career-long list, based on standardized information on citation metrics and other factors that measure the impact of a researcher’s work.

From top to bottom, left to right: Tim Myers (CRM | Industrial Mathematics), Álvaro Corral (CRM | Complex Systems), Sergey Tikhonov (ICREA-CRM | Harmonic Analysis and Approximation Theory), Àngel Jorba (UB-CRM | Dynamical Systems), Xavier Cabré (ICREA-UPC-CRM | Analysis and Partial Differential Equations), Xavier Tolsa (ICREA-UAB-CRM | Analysis and Partial Differential Equations), Xavier Ros-Oton (ICREA-UB-CRM | Analysis and Partial Differential Equations) and Pere Ara (UAB-CRM | Algebra, Geometry, Number Theory and Topology).

The Stanford University (USA) has recently released an update of the list that ranks the top two percent of the world’s most-cited scientists during 2020, including seven researchers from the CRM, and the top two percent of the world’s most-cited scientists for career-long citations.

The prestigious single-year impact list includes CRM researchers Tim Myers, from the Industrial Mathematics group, Álvaro Corral, from the Complex Systems group, Sergey Tikhonov, ICREA-CRM researcher from the Analysis group, Xavier Cabré, ICREA-UPC-CRM researcher from Analysis and Partial Differential Equations, Àngel Jorba, UB-CRM researcher from Dynamical Systems, Xavier Ros-Oton, ICREA-UB-CRM researcher form Analysis and Partial Differential Equations, and Xavier Tolsa, ICREA-CRM-UAB researcher from Analysis and Partial Differential Equations.

 

About the study

The list, created by Professor John P. A. Ioannidis (an expert in data science) from Stanford University and his research team, contains a publicly available database that provides standardized information on citations, h-index, co-authorship-adjusted hm-index, citations to papers in different authorship positions, and a composite indicator. It is based on the bibliometric data included in the Scopus database, and comprises more than 100,000 researchers from 144 countries, out of 8 million scientists considered to be active worldwide (according to UNESCO data), classified in 22 scientific fields and 176 subfields.

Additionally, the study also includes a similar list compiling data for researcher’s entire careers, considering articles published between 1960 and 2019. This career-long list includes, from the aforementioned CRM members, Tim Myers, Álvaro Corral, Xavier Cabré, Xavier Tolsa and Àngel Jorba, alongside CRM-UAB researcher Pere Ara, from Algebra, Geometry, Number Theory and Topology.

Original reference:

Baas, Jeroen; Boyack, Kevin; Ioannidis, John P.A. (2021), “August 2021 data-update for “Updated science-wide author databases of standardized citation indicators“”, Mendeley Data, V3, doi: 10.17632/btchxktzyw.3

Fish schools and growing tissues: a workshop on how collective behaviour emerges

Fish schools and growing tissues: a workshop on how collective behaviour emerges

The Centre de Recerca Matemàtica (CRM) organised the Barcelona Workshop on Kinetic and Macroscopic Models in Biology with Friends II, held from 7 to 10 September at the Institut d’Estudis Catalans. More than thirty researchers discussed how order at the scale of tissues and animal groups arises from local interactions between individuals, in a programme that included talks by CRM researchers Daria Stepanova and Juan Arellano-Tintó. Two of the speakers, James Sharpe (EMBL Barcelona) and Chiara Villa (CNRS, Université Paris Cité), talked to the CRM about their research.

Almost every automaton can be reset with a short word

Almost every automaton can be reset with a short word

Guillaume Chapuy (Université Paris Cité, CNRS) and Guillem Perarnau (UPC, CRM) have shown that a random finite automaton with n states can, with high probability, be reset by a word of length of order √n log n. The result, published in ACM Transactions on Algorithms, pins the exponent at 1/2, the lower end of a decade of numerical estimates, and addresses the random version of the synchronization problem behind a conjecture Ján Černý posed in 1964 and which still remains open.

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