Nira Dyn

{{short description|Israeli mathematician}}{{Infobox academic

| name = Nira Dyn

| native_name = נירה דין

| native_name_lang = he

| alma_mater = Weizmann Institute of Science

| thesis_title = Optimal and Minimum Norm Approximations to Linear Functionals in Hilbert Spaces, and their application to Numerical Integration

| thesis_year = 1970

| doctoral_advisor = Philip Rabinowitz

| discipline = Applied mathematics

| sub_discipline = Geometry

| workplaces = Tel Aviv University

| birth_date = 1942

}}

Nira (Richter) Dyn ({{langx|he|נירה דין}}; born 1942) is an Israeli mathematician who studied geometric modeling, subdivision surfaces, approximation theory, and image compression. She is a professor emeritus of applied mathematics at Tel Aviv University,{{r|tau}} and has been called a "pioneer and leading researcher in the subdivision community".{{r|pr}}

Education and career

Dyn earned a bachelor's degree from the Technion – Israel Institute of Technology in 1965. She went on to graduate study at the Weizmann Institute of Science, where she earned a master's degree in 1967 and completed her doctorate in 1970.{{r|tau}}

Her dissertation, Optimal and Minimum Norm Approximations to Linear Functionals in Hilbert Spaces, and their application to Numerical Integration, was supervised by Philip Rabinowitz.{{r|mgp}}

After postdoctoral research in the Institute of Fundamental Studies at the University of Rochester, she joined the Tel Aviv faculty in 1972, and retired in 2010.{{r|tau}}

Recognition

Dyn was an invited speaker at the 2006 International Congress of Mathematicians, in the section on numerical analysis and scientific computing.{{r|icm}}

Books

Dyn is the author of:

  • Stochastic Models in Biology (as Nira Richter-Dyn, with Narendra S. Goel, Academic Press, 1974){{r|smb}}
  • Approximation of Set-valued Functions: Adaptation of Classical Approximation Operators (with Elza Farkhi and Alona Mokhov, Imperial College Press, 2014){{r|asvf}}

References

{{reflist|refs=

Review of Approximation of Set-valued Functions:

  • {{citation|first=Lucian|last=Coroianu|journal=Mathematical Reviews|title=none|mr=3309445|doi=10.1142/p905|year=2014|isbn=978-1-78326-302-8}}

{{citation|url=https://www.mathunion.org/icm-plenary-and-invited-speakers|title=ICM Plenary and Invited Speakers|publisher=International Mathematical Union|accessdate=2018-08-13}}

{{mathgenealogy|id=19294}}

{{citation|url=https://exact-sciences.tau.ac.il/profile/niradyn|title=Staff profil|publisher=Tel Aviv University|accessdate=2018-08-13}}

{{citation

| last1 = Peters | first1 = Jörg

| last2 = Reif | first2 = Ulrich

| doi = 10.1007/978-3-540-76406-9

| isbn = 978-3-540-76405-2

| mr = 2415757

| page = 1

| publisher = Springer-Verlag, Berlin

| series = Geometry and Computing

| title = Subdivision Surfaces

| url = https://books.google.com/books?id=J7iJCBUSZDYC&pg=PA1

| volume = 3

| year = 2008}}

Reviews of Stochastic Models in Biology:

  • {{citation|first=K.|last=Dietz|journal=Mathematical Reviews|title=none|mr=0381016}}
  • {{citation | last = Green | first = Richard F. | date = June 1975 | doi = 10.2307/2529444 | issue = 2 | journal = Biometrics | page = 588 | title = none | volume = 31| jstor = 2529444 }}
  • {{citation|title=none|first=F. James|last=Rohlf|journal=The Quarterly Review of Biology|volume=50|issue=3|date=September 1975|page=367|jstor=2822426|doi=10.1086/408735}}

}}