@article{langville_meyer_2012, title={Who's #1?}, volume={307}, ISSN={["0036-8733"]}, DOI={10.1038/scientificamerican0712-21}, number={1}, journal={SCIENTIFIC AMERICAN}, author={Langville, Amy N. and Meyer, Carl D.}, year={2012}, month={Jul}, pages={21–21} }
 @article{langville_meyer_2006, title={A reordering for the PageRank problem}, volume={27}, ISSN={["1095-7197"]}, DOI={10.1137/040607551}, abstractNote={We describe a reordering particularly suited to the PageRank problem, which reduces the computation of the PageRank vector to that of solving a much smaller system and then using forward substitution to get the full solution vector. We compare the theoretical rates of convergence of the original PageRank algorithm to that of the new reordered PageRank algorithm, showing that the new algorithm can do no worse than the original algorithm. We present results of an experimental comparison on five datasets, which demonstrate that the reordered PageRank algorithm can provide a speedup of as much as a factor of 6. We also note potential additional benefits that result from the proposed reordering.}, number={6}, journal={SIAM JOURNAL ON SCIENTIFIC COMPUTING}, author={Langville, AN and Meyer, CD}, year={2006}, pages={2112–2120} }
 @article{langville_meyer_2005, title={A survey of eigenvector methods for Web information retrieval}, volume={47}, ISSN={["1095-7200"]}, DOI={10.1137/S0036144503424786}, abstractNote={Web information retrieval is significantly more challenging than traditional well-controlled, small document collection information retrieval. One main difference between traditional information retrieval and Web information retrieval is the Web's hyperlink structure. This structure has been exploited by several of today's leading Web search engines, particularly Google and Teoma. In this survey paper, we focus on Web information retrieval methods that use eigenvector computations, presenting the three popular methods of HITS, PageRank, and SALSA.}, number={1}, journal={SIAM REVIEW}, author={Langville, AN and Meyer, CD}, year={2005}, month={Mar}, pages={135–161} }
 @article{langville_stewart_2004, title={Kronecker product approximate preconditioner for SANs}, volume={11}, ISSN={["1099-1506"]}, DOI={10.1002/nla.344}, abstractNote={Abstract}, number={8-9}, journal={NUMERICAL LINEAR ALGEBRA WITH APPLICATIONS}, author={Langville, AN and Stewart, WJ}, year={2004}, pages={723–752} }
 @article{langville_stewart_2004, title={Special issue devoted to papers presented at the Conference on the Numerical Solution of Markov Chains 2003 - Preface}, volume={386}, ISSN={["1873-1856"]}, DOI={10.1016/j.laa.2004.02.016}, journal={LINEAR ALGEBRA AND ITS APPLICATIONS}, author={Langville, AN and Stewart, WJ}, year={2004}, month={Jul}, pages={1–2} }
 @article{langville_stewart_2004, title={Testing the nearest Kronecker product preconditioner on Markov chains and stochastic automata networks}, volume={16}, ISSN={["1526-5528"]}, DOI={10.1287/ijoc.1030.0041}, abstractNote={ This paper is the experimental follow-up to Langville and Stewart (2002), where the theoretical background for the nearest Kronecker product (NKP) preconditioner was developed. Here we test the NKP preconditioner on both Markov chains (MCs) and stochastic automata networks (SANs). We conclude that the NKP preconditioner is not appropriate for general MCs, but is very effective for a MC stored as a SAN. }, number={3}, journal={INFORMS JOURNAL ON COMPUTING}, author={Langville, AN and Stewart, WJ}, year={2004}, pages={300–315} }
 @article{langville_stewart_2004, title={The Kronecker product and stochastic automata networks}, volume={167}, ISSN={["1879-1778"]}, DOI={10.1016/j.cam.2003.10.010}, abstractNote={This paper can be thought of as a companion paper to Van Loan's The Ubiquitous Kronecker Product paper (J. Comput. Appl. Math. 123 (2000) 85). We collect and catalog the most useful properties of the Kronecker product and present them in one place. We prove several new properties that we discovered in our search for a stochastic automata network preconditioner. We conclude by describing one application of the Kronecker product, omitted from Van Loan's list of applications, namely stochastic automata networks.}, number={2}, journal={JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS}, author={Langville, AN and Stewart, WJ}, year={2004}, month={Jun}, pages={429–447} }
 @article{basharin_langville_naumov_2004, title={The life and work of A.A. Markov}, volume={386}, number={Jul 15 2004}, journal={Linear Algebra and Its Applications}, author={Basharin, G. P. and Langville, A. N. and Naumov, V. A.}, year={2004}, pages={26-} }