%0 Journal Article %1 chan83 %A Chan, N.N. %A Li, Kim-Hung %D 1983 %J Journal of Mathematical Analysis and Applications %K diagonal eigenvalues matrix %N 2 %P 562 - 566 %R 10.1016/0022-247X(83)90171-3 %T Diagonal Elements and Eigenvalues of a Real Symmetric Matrix %V 91 %X A simple and constructive proof is given for the existence of a real symmetric matrix with prescribed diagonal elements and eigenvalues. Numerically implementable algorithms for constructing such a matrix are discussed.

@article{chan83, abstract = {A simple and constructive proof is given for the existence of a real symmetric matrix with prescribed diagonal elements and eigenvalues. Numerically implementable algorithms for constructing such a matrix are discussed. }, added-at = {2013-12-21T20:48:52.000+0100}, author = {Chan, N.N. and Li, Kim-Hung}, biburl = {https://www.bibsonomy.org/bibtex/29f65c4d45d32e70da6f66315798133a0/ytyoun}, doi = {10.1016/0022-247X(83)90171-3}, interhash = {455e5cf5bdaacfbd73276a37b377b2b1}, intrahash = {9f65c4d45d32e70da6f66315798133a0}, issn = {0022-247X}, journal = {Journal of Mathematical Analysis and Applications }, keywords = {diagonal eigenvalues matrix}, number = 2, pages = {562 - 566}, timestamp = {2013-12-23T01:40:36.000+0100}, title = {Diagonal Elements and Eigenvalues of a Real Symmetric Matrix }, volume = 91, year = 1983 }