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METR 2020-01
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Satoshi HAYAKAWA, Monte Carlo Cubature Construction, 10pp., January 2020. |
arXiv
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METR 2020-02
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Kotaro MATSUDA, Shuhei DENZUMI and Kunihiko SADAKANE, Storing Set Families More Compactly with Top ZDDs, 19pp., April 2020. |
arXiv
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METR 2020-03
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Kotaro MATSUDA, Kunihiko SADAKANE, Tatiana STARIKOVSKAYA and Masakazu TATESHITA, Compressed Orthogonal Search on Suffix Arrays with applications to Range LCP, 13pp., April 2020. |
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METR 2020-04
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Hiroshi HIRAI and Yuni IWAMASA, A Combinatorial Algorithm for Computing the Rank of a Generic Partitioned Matrix with 2 × 2 Submatrices, 25pp., April 2020. |
arXiv
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METR 2020-05
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Takeru MATSUDA and Tasuku SOMA, Information Geometry of Operator Scaling, 17pp., April 2020. |
arXiv
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METR 2020-06
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Yici CHEN and Ken’ichiro TANAKA, Maximum Likelihood Estimation of the Fisher-Bingham Distribution via Efficient Calculation of Its Normalizing Constant, 15pp., May 2020. |
arXiv
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METR 2020-07
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Ryoshun OBA and Shin-ichi TANIGAWA, Characterizing the Universal Rigidity of Generic Tensegrities, 30pp., May 2020. |
arXiv
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METR 2020-08
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Kazuki MATOYA and Taihei OKI, Pfaffian Pairs and Parities: Counting on Linear Matroid Intersection and Parity Problems, 40pp., May 2020. |
arXiv
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METR 2020-09
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Takeru MATSUDA and William E. STRAWDERMAN, Matrix Superharmonic Priors for Bayes Estimation under Matrix Quadratic Loss, 19pp., May 2020. |
arXiv
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METR 2020-10
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Hiroshi HIRAI and Ryuhei MIZUTANI, Minimum 0-Extension Problems on Directed Metrics, 26pp., June 2020. |
arXiv
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METR 2020-11
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Satoshi HAYAKAWA and Ken’ichiro TANAKA, Monte Carlo Construction of Cubature on Wiener Space, 21pp., August 2020. |
arXiv
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METR 2020-12
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Hiroshi HIRAI and Motoki IKEDA, Node-Connectivity Terminal Backup, Separately-Capacitated Multiflow, and Discrete Convexity, 27pp., August 2020. |
arXiv
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METR 2020-13
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Hiroshi HIRAI and Motoki IKEDA, A Cost-Scaling Algorithm for Computing the Degree of Determinants, 18pp., August 2020. |
arXiv
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METR 2020-14
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Mitsuaki OBARA, Takayuki OKUNO and Akiko TAKEDA, Sequential Quadratic Optimization for Nonlinear Optimization Problems on Riemannian Manifolds, 32pp., October 2020. |
arXiv
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