Mei-Chi Shaw

{{short description|Taiwanese American mathematician}}

{{Infobox scientist

| name = Mei-Chi Shaw

| native_name = 蕭美琪

| native_name_lang = Chinese

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| birth_date = {{Birth year and age|1955}}

| birth_place = Taipei, Taiwan

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| fields = Complex analysis
Complex geometry

| workplaces = University of Notre Dame

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| alma_mater = National Taiwan University (BS)
Princeton University (PhD)

| thesis_title = Hodge Theory on Domains with Cone-Like or Horn-Like Singularities

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| thesis_year = 1981

| doctoral_advisor = Joseph Kohn

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| awards = {{ublist

| Fellow of the American Mathematical Society
Stefan Bergman Prize (2019)

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Mei-Chi Shaw ({{zh|t=蕭美琪|p=Xiāo Měiqí}}; born 1955) is a Taiwanese-American mathematician. She is a professor of mathematics at the University of Notre Dame.{{cite web|title=Mei-Chi Shaw|url=http://www3.nd.edu/~meichi/|accessdate=Feb 9, 2015}} Her research concerns partial differential equations.

Life and career

Shaw was born in Taipei, Taiwan, in 1955.Shaw, Mei-Chi. "A Woman Mathematician's Journey," ICCM Not. 2 (2014), no. 1, 59-74. She graduated with an undergraduate degree in mathematics from National Taiwan University in 1977. Shaw received her Ph.D. from Princeton University four years later in 1981, working with Joseph Kohn.{{MathGenealogy|id=22628|title=Mei-Chi Shaw}} She then took a postdoctoral position at Purdue University During this time, she married her husband, Hsueh-Chia Chang. In 1983, Shaw took a tenure-track position at Texas A&M University, moving to University of Houston in 1986 and finally relocating to the University of Notre Dame in 1987, first as an associate professor and then as full professor.

Awards and honors

In 2012, Shaw became a fellow of the American Mathematical Society.[https://www.ams.org/profession/fellows-list List of Fellows of the American Mathematical Society] For 2019 she received the Stefan Bergman Prize.[https://www.ams.org/news?news_id=5845 Stefan Bergman Prize 2019]

Selected publications

  • Chen, So-Chin; Shaw, Mei-Chi. Partial differential equations in several complex variables. AMS/IP Studies in Advanced Mathematics, 19. American Mathematical Society, Providence, RI; International Press, Boston, MA, 2001. xii+380 pp. {{isbn|0-8218-1062-6}}
  • Shaw, Mei-Chi. L2-estimates and existence theorems for the tangential Cauchy-Riemann complex. Invent. Math. 82 (1985), no. 1, 133–150.
  • Boas, Harold P.; Shaw, Mei-Chi Sobolev estimates for the Lewy operator on weakly pseudoconvex boundaries. Math. Ann. 274 (1986), no. 2, 221–231.

References