%0 Journal Article %1 1056751 %A Cover, T. M. %A Gamal, A. E. %D 1983 %J Information Theory, IEEE Transactions on %K hadamard inequality matrix %N 6 %P 930--931 %R 10.1109/TIT.1983.1056751 %T An information-theoretic proof of Hadamard's inequality (Corresp.) %V 29 %X Hadamard's inequality follows immediately from inspection of both sides of the entropy inequality<tex>h(X_1, X_2,, cdots, X_n)leq sum h(X_i)</tex>, when<tex>(X_l, X_2,cdots, X_n)</tex>is multivariate normal.

@article{1056751, abstract = {Hadamard's inequality follows immediately from inspection of both sides of the entropy inequality<tex>h(X_{1}, X_{2},, cdots, X_{n})leq sum h(X_{i})</tex>, when<tex>(X_{l}, X_{2},cdots, X_{n})</tex>is multivariate normal.}, added-at = {2013-11-11T02:37:51.000+0100}, author = {Cover, T. M. and Gamal, A. E.}, biburl = {https://www.bibsonomy.org/bibtex/2a374aab2d1c20e0761cbcbe795b81d8f/ytyoun}, doi = {10.1109/TIT.1983.1056751}, interhash = {7d133ecfd0dceaa5004f6914187a335e}, intrahash = {a374aab2d1c20e0761cbcbe795b81d8f}, issn = {0018-9448}, journal = {Information Theory, IEEE Transactions on}, keywords = {hadamard inequality matrix}, number = 6, pages = {930--931}, timestamp = {2018-07-02T09:37:32.000+0200}, title = {An information-theoretic proof of {Hadamard's} inequality (Corresp.)}, volume = 29, year = 1983 }