Stochastic factorizations, sandwiched simplices and the topology of the space of explanations

By D. Mond, Jim Smith, D. van Straten. Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences, 2003

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Likelihood Geometry (2013, background): “Section 2 begins leisurely, with the question Does watching soccer on TV cause hair loss?”
Algebraic statistical models (2007, background): “More about this example can be found in Mond et al. (2003).”
FIXED POINTS OF THE EM ALGORITHM AND NONNEGATIVE RANK BOUNDARIES (2013, methodology): “The proof of Theorem 4.1 is based on the familiar characterization of nonnegative rank in terms of nested polytopes [ 1, 10, 33], and, in particular, on work of Mond et al. [29] on the structure of critical conﬁgurations in the plane (shown in Figure 5).”
Combinatorial secant varieties (2005, background): “o the secant variety X{r}. In the statistics literature, the (nonnegative real) preimage of a point x on (the nonnegative real part of) X{r} is known as the space of explanations for the point x. See [21]. In the situation where X = V(I(G)) is the simplicial complex of independent sets in a graph G,”
Algebraic Statistics for Computational Biology: Preface (2005, background): “The topology of such “spaces of explanations” were studied in [Mond et al., 2003].”