@article{fink_fraenkel_santos_2014, title={LIM is not slim}, volume={43}, ISSN={["1432-1270"]}, DOI={10.1007/s00182-013-0380-z}, number={2}, journal={INTERNATIONAL JOURNAL OF GAME THEORY}, author={Fink, Alex and Fraenkel, Aviezri S. and Santos, Carlos}, year={2014}, month={May}, pages={269–281} }
 @article{fink_speyer_2012, title={K-CLASSES FOR MATROIDS AND EQUIVARIANT LOCALIZATION}, volume={161}, ISSN={["1547-7398"]}, DOI={10.1215/00127094-1813296}, abstractNote={To every matroid, we associate a class in the K-theory of the Grassmannian. We study this class using the method of equivariant localization. In particular, we provide a geometric interpretation of the Tutte polynomial. We also extend results of the second author concerning the behavior of such classes under direct sum, series and parallel connection and two-sum; these results were previously only established for realizable matroids, and their earlier proofs were more difficult. R´ esum´ e. ` A chaque matronous associons une classe dans la K-thde la grassmannienne. Nous ´}, number={14}, journal={DUKE MATHEMATICAL JOURNAL}, author={Fink, Alex and Speyer, David E.}, year={2012}, month={Nov}, pages={2699–2723} }
 @article{fink_2011, title={The binomial ideal of the intersection axiom for conditional probabilities}, volume={33}, ISSN={["1572-9192"]}, DOI={10.1007/s10801-010-0253-5}, abstractNote={The binomial ideal associated with the intersection axiom of conditional probability is shown to be radical and is expressed as an intersection of toric prime ideals. This solves a problem in algebraic statistics posed by Cartwright and Engström.}, number={3}, journal={JOURNAL OF ALGEBRAIC COMBINATORICS}, author={Fink, Alex}, year={2011}, month={May}, pages={455–463} }