Robert Everist Greene Explained

Robert Everist Greene
Birth Date:	1943
Work Institutions:	UCLA
Alma Mater:	Michigan State University, University of California, Berkeley
Known For:	Complex analysis

Robert Everist Greene (born 1943) is an American mathematician at UCLA.

Greene was an undergraduate at Michigan State University and a Putnam Fellow in 1963.^[1] He completed his Ph.D. at the University of California, Berkeley in 1969. His doctoral advisor was Hung-Hsi Wu; his doctoral thesis was titled Isometric Embeddings of Riemannian and Pseudo-Riemannian Manifolds.^[2]

Bibliography

Some of Greene's books and papers are:^{[3] [4]}

Book: Greene . Robert . Isometric embeddings of Riemannian and pseudo-Riemannian manifolds . 1970 . AMS . 978-0-8218-1297-6 .

• Function theory of One Complex Variable (Graduate Studies in Mathematics 40)
• Differential Geometry
• The Automorphism Groups Of Domains
• Function Theory On Manifolds Which Possess A Pole
• Introduction to Topology (with Theodore Gamelin)
• Several Complex Variables and Complex Geometry

Notes and References

1. Web site: List of Previous Putnam Winners . . 2021-02-07.
2. Web site: Robert Greene – The Mathematics Genealogy Project. nodak.edu.
3. Web site: Robert Everist Greene. goodreads.com.
4. Web site: Greene, Robert Everist (1943–) – People and organisations. nla.gov.au.