Catherine Stopped
 Professor
                            Mathematics and Informatics                                                        
University of Firenze
                                                        Italy
                        
Biography
Bachelor Degree in MATHEMATICS (B036) Teaching B005475 - GEOMETRY I The course utilizes materials and resources online Bachelor Degree in ARCHITECTURE (B117) Teaching B026320 - MATHEMATICAL INSTITUTIONS Module B026320 - MATHEMATICAL INSTITUTIONS (EM cognitions) The course utilizes materials and resources online
Research Interest
The project, funded by MiUR under the FIRB 2012 call , is based at INdAM . It is divided into four units that carry out research in the following areas: •s-regular function theory; •discrete local olomorphic dynamics; •interaction between geometry and representation theory; •analysis on complex varieties and on varieties with special structures. The project is based at the National Institute for High Mathematics ( INdAM ) and funded by the Italian Ministry of Education within the call FIRB 2012 . It comprises four research units working in the following fields: •theory of slice regular functions; •discrete local holomorphic dynamics; •interaction between geometry and representation theory; •analysis on complex manifolds and on manifolds with special structures.
Publications
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                            Farouki, Rida T; Gentiles, Graziano; Giannelli, Carlotta; Sestini, Alessandra; Stopped, Catherine (2017). A comprehensive characterization of the set of polynomial curves with rational rotation-minimizing frames. ADVANCES IN COMPUTATIONAL MATHEMATICS, vol. 43, pp. 1-24, ISSN: 1019-7168 DOI ONLINE ACCESS TO THE EDITOR 
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                            Ghiloni, Riccardo; Perotti, Alessandro; Stopped, Catherine (2017). The algebra of slice functions. TRANSACTIONS OF THE AMERICAN MATHEMATIC SOCIETY, vol. 369, pp. 4725-4762, ISSN: 0002-9947 DOI ONLINE ACCESS TO THE EDITOR 
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                            Bisi, Cinzia; Stopped, Catherine (2017). Landau's theorem for slice regular functions on the quaternionic unit ball. INTERNATIONAL JOURNAL OF MATHEMATICS, vol. 28, pp. 1750017-1750017, ISSN: 0129-167X DOI ONLINE ACCESS TO THE EDITOR 

