Michael Doob
Professor
| Office | 471 Machray Hall |
|---|---|
| (204) 474-9796 |
Education
| A.B. | Columbia |
| M.A. | C.C.N.Y. |
| Ph.D. | C.U.N.Y. |
Recent Publications
- Doob, Michael (2002). Circulant graphs with \(\det(-A(G))=-\deg(G)\): codeterminants with \(K_n\). Linear Algebra Appl. 340, 87–96.
- Doob, Michael and Haemers, Willem H. (2002). The complement of the path is determined by its spectrum. Linear Algebra Appl. 356, 57–65. Special issue on algebraic graph theory (Edinburgh, 2001)
- Cvetković, Drago ̌s M.; Doob, Michael and Sachs, Horst (1995). Spectra of graphs(Third ed.). Johann Ambrosius Barth, Heidelberg.
- Doob, Michael (1989). The limit points of eigenvalues of graphs. Linear Algebra Appl. 114/115, 659–662.
- Cvetković, Drago ̌s M.; Doob, Michael and Gutman, Ivan and Torgašev, Aleksandar (1988). Recent results in the theory of graph spectra, Volume 36 of Annals of Discrete Mathematics. North-Holland Publishing Co., Amsterdam.