Angela Slavova: Difference between revisions
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'''Angela Slavova''' is a Bulgarian nanoscientist. She heads the Department of Mathematical Physics in the Institute of Mathematics of the Bulgarian Academy of Sciences, |
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'''Angela Slavova''' is a Bulgarian full professor of [[mathematics]] at the Chua Memristor Center, Dresden and former chair of the [[Society for Industrial and Applied Mathematics]] (2013–2014).<ref>{{cite web|url=https://www.siam.org/Membership/Sections/Detail/bulgaria-section-of-siam-bgsiam|title=Bulgaria Section of SIAM|accessdate=1 June 2019}}</ref> |
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and is former chair of the Bulgarian section of the [[Society for Industrial and Applied Mathematics]]. |
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==Education== |
==Education== |
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==Career== |
==Career== |
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From 2004 to 2011 Slavova was a head of the Department of Mathematical Physics of the Institute of Mathematics at the [[Bulgarian Academy of Sciences]]. Since 2007 she has been a full professor at the [[Institute of Mathematics and Informatics]] of the [[Bulgarian Academy of Sciences]]. |
From 2004 to 2011 Slavova was a head of the Department of Mathematical Physics of the Institute of Mathematics at the [[Bulgarian Academy of Sciences]]. Since 2007 she has been a full professor at the [[Institute of Mathematics and Informatics]] of the [[Bulgarian Academy of Sciences]]. Since 2011 she is a head of the Department of Differential Equations and Mathematical Physics at the Institute of Mathematics, Bulgarian Academy of Sciences.<ref name=cmc/> |
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She chaired the Bulgarian section [[Society for Industrial and Applied Mathematics]] for 2013–2014.<ref>{{cite web|url=https://sinews.siam.org/Details-Page/siam-sections-5|title=SIAM Sections|publisher=SIAM|year=2014|accessdate=2020-01-12}}</ref> |
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==Works== |
==Works== |
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Revision as of 01:52, 13 January 2020
Angela Slavova is a Bulgarian nanoscientist. She heads the Department of Mathematical Physics in the Institute of Mathematics of the Bulgarian Academy of Sciences, and is former chair of the Bulgarian section of the Society for Industrial and Applied Mathematics.
Education
Slavova graduated from the University of Ruse with M.S. in computer engineering in 1986. From 1992 to 1993 she was a Fulbright scholar at the Florida Institute of Technology, but returned to Bulgaria to obtain her Ph.D. in mathematics in 1995 from her alma mater and in 2005 became Doctor of Science at the Institute of Mathematics and Informatics of the Bulgarian Academy of Sciences.[1]
Career
From 2004 to 2011 Slavova was a head of the Department of Mathematical Physics of the Institute of Mathematics at the Bulgarian Academy of Sciences. Since 2007 she has been a full professor at the Institute of Mathematics and Informatics of the Bulgarian Academy of Sciences. Since 2011 she is a head of the Department of Differential Equations and Mathematical Physics at the Institute of Mathematics, Bulgarian Academy of Sciences.[1]
She chaired the Bulgarian section Society for Industrial and Applied Mathematics for 2013–2014.[2]
Works
She is a co-author of Nonlinear Waves: An Introduction[3] and Nonlinear Waves: A Geometrical Approach,[4] an author of Cellular Neural Networks: Dynamics and Modelling.[5] and an editor of Mathematics in Industry.[6]
In 2018 she co-wrote a book with Pietro Zecca on Modeling Natural Phenomena via Cellular Nonlinear Networks.[7]
References
- ^ a b "Angela Slavova". Chua Memristor Center. Retrieved 1 June 2019.
- ^ "SIAM Sections". SIAM. 2014. Retrieved 2020-01-12.
- ^ Popianov, Petar; Slavova, Angela (2010). Nonlinear Waves: An Introduction. Analysis, Applications and Computation. Vol. 4. World Scientific. p. 180. doi:10.1142/7867. ISBN 9814322121.
- ^ Popianov, Petar; Slavova, Angela (2018). Nonlinear Waves: A Geometrical Approach. Analysis, Applications and Computation. Vol. 9. World Scientific. p. 196. doi:10.1142/11025. ISBN 9813271604. LCCN 2018043691.
- ^ Slavova, Angela (2003). Cellular Neural Networks: Dynamics and Modelling. ISBN 978-94-017-0261-4.
- ^ Slavova, Angela, ed. (2015). Mathematics in Industry. Cambridge Scholars Publishing. ISBN 1-4438-6401-3.
- ^ Zecca, Pietro; Slavova, Angela (2018). Modeling Natural Phenomena via Cellular Nonlinear Networks. Cambridge Scholars Publishing. p. 220. ISBN 1-5275-0365-8.