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IPS273 Charlotte L. et al.
                  References
                  1.  Caas GD, Rosasco L (2012) Learning probability measures with respect to
                      optimal transport metrics. In: NIPS, pp 2501–2509
                  2.  Cuturi M (2013) Sinkhorn distances: Lightspeed computation of optimal
                      transport. In: NIPS, pp 2292–2300
                  3.  Ding C, Li T, Peng W (2008) On the equivalence between non-negative
                      matrix factorization and probabilistic latent semantic indexing. Comput
                      Stat Data Anal 52(8):3913–3927
                  4.  Ding CHQ, Li T, Jordan MI (2010) Convex and semi-nonnegative matrix
                      factorizations. IEEE Trans Pattern Anal Mach Intell 32(1):45–55
                  5.  Kantorovich L (1942) On the translocation of masses. In: C.R. (Doklady)
                      Acad. Sci. URSS(N.S.), vol 37(10), pp 199–201
                  6.  Laclau C, Redko I, Matei B, Bennani Y, Brault V (2017) Co-clustering
                      through optimal transport. In: ICML, pp 1955–1964
                  7.  Peyre G, Cuturi M, Solomon J (2016) Gromov-wasserstein averaging of
                      kernel and distance ´ matrices. In: ICML, pp 2664–2672
                  8.  Sinkhorn R, Knopp P (1967) Concerning nonnegative matrices and
                      doubly stochastic matrices. Pacific Journal of Mathematics 21:343–348
                  9.  Weinmann A, Storath M, Demaret L (2015) The l 1 -potts functional for
                      robust jump-sparse reconstruction. SIAM Journal on Numerical Analysis
                      53(1):644–673







































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