%0 Book Section %1 Krattenthaler01 %A Krattenthaler, C. %B The Andrews Festschrift %D 2001 %E Foata, Dominique %E Han, Guo-Niu %I Springer %K calculus determinant linear.algebra matrix %P 349--426 %R 10.1007/978-3-642-56513-7_17 %T Advanced Determinant Calculus %X The purpose of this article is threefold. First, it provides the reader with a few useful and efficient tools which should enable her/him to evaluate nontrivial determinants for the case such a determinant should appear in her/his research. Second, it lists a number of such determinants that have been already evaluated, together with explanations which tell in which contexts they have appeared. Third, it points out references where further such determinant evaluations can be found. %@ 978-3-540-41491-9

@incollection{Krattenthaler01, abstract = {The purpose of this article is threefold. First, it provides the reader with a few useful and efficient tools which should enable her/him to evaluate nontrivial determinants for the case such a determinant should appear in her/his research. Second, it lists a number of such determinants that have been already evaluated, together with explanations which tell in which contexts they have appeared. Third, it points out references where further such determinant evaluations can be found.}, added-at = {2016-01-18T12:59:21.000+0100}, author = {Krattenthaler, C.}, biburl = {https://www.bibsonomy.org/bibtex/2b864b17936ae43a7c62628b29f34fccb/ytyoun}, booktitle = {The Andrews Festschrift}, doi = {10.1007/978-3-642-56513-7_17}, editor = {Foata, Dominique and Han, Guo-Niu}, interhash = {f258cec2e22837a26ae59197d8df535d}, intrahash = {b864b17936ae43a7c62628b29f34fccb}, isbn = {978-3-540-41491-9}, keywords = {calculus determinant linear.algebra matrix}, language = {English}, pages = {349--426}, publisher = {Springer}, timestamp = {2016-01-18T13:01:43.000+0100}, title = {Advanced Determinant Calculus}, year = 2001 }