Marcos Dajczer Explained

Marcos Dajczer (born 19 November 1948, in Buenos Aires) is an Argentine-born Brazilian mathematician whose research concerns geometry and topology.^[1]

Dajczer obtained his Ph.D. from the Instituto Nacional de Matemática Pura e Aplicada in 1980 under the supervision of Manfredo do Carmo.

In 2006, he received Brazil's National Order of Scientific Merit honour for his work in mathematics.^[2] He was a Guggenheim Fellow in 1985.^[3]

Do Carmo–Dajczer theorem is named after his teacher and him.^{[4] [5] [6]}

Selected publications

• do Carmo, M.; Dajczer, M. (1983) . "Rotation hypersurfaces in spaces of constant curvature", Transactions of the American Mathematical Society, Volume 277, Number 2, pp. 685–709.
• do Carmo, M.; Dajczer, M. (1982) . "Helicoidal surfaces with constant mean curvature", Tohoku Mathematical Journal Second Series, Volume 34, Number 3, pp. 425–435.
• Submanifolds and Isometric Immersions (1990, Mathematics Lecture Series)

External links

• Web site: IMPA: International Symposium on Differential Geometry "In honor of Marcos Dajczer on his 60th birthday".

Notes and References

1. Web site: Academia Brasileira de Ciências: Membros: Marcos Dajczer. Portuguese. 2015-05-26. https://web.archive.org/web/20150526085933/http://www.abc.org.br/~dajczer. 2015-05-26. dead.
2. Web site: Portal do Ministério da Ciência, Tecnologia e Inovação: Ordem Nacional do Mérito Científico. Portuguese.
3. Web site: John Simon Guggenheim Memorial Foundation: Fellows: Marcos Dajczer.
4. 1001.5198. Perdomo. Oscar M.. A dynamical interpretation of the profile curve of cmc Twizzlers surfaces. 2010. math.DG.
5. 1205.3306. Lee. Hojoo. Isometric deformations of the K ^{1/4} -flow translators in R ^{3} with helicoidal symmetry. 2012. math.DG.
6. dg-ga/9609010v2. Haak. Guido. On a theorem by do Carmo and Dajczer. 1996.