Martin Schechter
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Martin Schechter
Summary
Martin Schechter is a human[1]. He was born in Philadelphia[2]. He was born on +1930-01-01T00:00:00Z[3]. He passed away in Jerusalem[4]. He died on +2021-06-07T00:00:00Z[5]. He worked as a mathematician[6] and university teacher[7]. He ranks in the top 0.73% of human entities by monthly Wikipedia readership (2 views/month, #7,299 of 1,000,298).[8]
Key Facts
- Martin Schechter was born in Philadelphia[2].
- Martin Schechter passed away in Jerusalem[4].
- Martin Schechter was born on +1930-01-01T00:00:00Z[3].
- Martin Schechter died on +2021-06-07T00:00:00Z[5].
- Martin Schechter held citizenship in United States[9].
- Martin Schechter worked as a mathematician[6].
- Martin Schechter worked as a university teacher[7].
- Martin Schechter's field of work was mathematics[10].
- Martin Schechter's field of work was mathematical analysis[11].
- Martin Schechter's field of work was partial differential equation[12].
- Martin Schechter's field of work was functional analysis[13].
- Martin Schechter's field of work was operator theory[14].
- Martin Schechter's field of work was spectral theory[15].
- Among Martin Schechter's employers was University of California, Irvine[16].
- Martin Schechter was employed by New York University[17].
- Martin Schechter was employed by Yeshiva University[18].
- Martin Schechter was educated at New York University[19].
- Martin Schechter's doctoral advisor was Louis Nirenberg[20].
- Martin Schechter's doctoral advisor was Lipman Bers[21].
- Martin Schechter is recorded as male[22].
- Martin Schechter's instance of is recorded as human[23].
- Martin Schechter supervised John S. Kalme as a doctoral student[24].
- Martin Schechter supervised Joseph Louis Ercolano as a doctoral student[25].
- Martin Schechter supervised Imanuel Marx as a doctoral student[26].
- Martin Schechter supervised Richard Loren Ford as a doctoral student[27].
Body
Origins and Family
Martin Schechter's place of birth was Philadelphia[2]. He was born on +1930-01-01T00:00:00Z[3].
Education
Martin Schechter's education included a stint at New York University[19]. Doctoral advisors include Louis Nirenberg[20], a mathematician[28], 1925–2020[29], of Canada[30], awarded the Guggenheim Fellowship[31], specialised in partial differential equation[32] and Lipman Bers[21], a mathematician[33], 1914–1993[34], of United States[35], awarded the Heinz R. Pagels Human Rights of Scientists Award[36], specialised in Quasiconformal mapping[37].
Career and Affiliations
Recorded occupations include mathematician[6] and university teacher[7]. Fields of work include mathematics[10], an academic discipline[38]; mathematical analysis[11], an academic discipline[39]; partial differential equation[12]; functional analysis[13], a branch of mathematics[40]; operator theory[14], a branch of mathematics[41]; and spectral theory[15], a branch of mathematics[42]. Employers include University of California, Irvine[16], a public research university[43], in United States[44], founded in 1965[45]; New York University[17], a private university[46], in United States[47], founded in 1831[48], headquartered in New York City[49]; and Yeshiva University[18], a private university[50], in United States[51], founded in 1886[52], headquartered in New York City[53]. Doctoral students include John S. Kalme[24], Joseph Louis Ercolano[25], Imanuel Marx[26], Richard Loren Ford[27], Caryl Ann Margulies[54], and Philippe Marie Relouzat[55].
Death and Burial
Martin Schechter died on +2021-06-07T00:00:00Z[5]. He passed away in Jerusalem[4].
Why It Matters
Martin Schechter ranks in the top 0.73% of human entities by monthly Wikipedia readership (2 views/month, #7,299 of 1,000,298).[8]
FAQs
Where was Martin Schechter born?
Martin Schechter was born in Philadelphia[2].
Where did Martin Schechter die?
Martin Schechter passed away in Jerusalem[4].
What did Martin Schechter do for work?
Martin Schechter worked as mathematician[6] and university teacher[7].
Where did Martin Schechter go to school?
Martin Schechter was educated at New York University[19].