Ken'ichiro Tanaka

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Kazuo MurotaThe Institute of Statistical Mathematics / Tokyo Metropolitan UniversityCorreu electrònic verificat a tmu.ac.jp
Tomoaki OkayamaHiroshima City UniversityCorreu electrònic verificat a 10.alumni.u-tokyo.ac.jp
Alexis Akira TodaEmory UniversityCorreu electrònic verificat a emory.edu
Takayasu MatsuoThe University of TokyoCorreu electrònic verificat a mist.i.u-tokyo.ac.jp
Satoshi HayakawaSony Group CorporationCorreu electrònic verificat a maths.ox.ac.uk
Yusuke KOBAYASHIKyoto UniversityCorreu electrònic verificat a kurims.kyoto-u.ac.jp
Akiyoshi SHIOURATokyo Institute of TechnologyCorreu electrònic verificat a m.titech.ac.jp
Toni KarvonenAssociate Professor, LUT UniversityCorreu electrònic verificat a lut.fi
Simo SärkkäProfessor, Aalto UniversityCorreu electrònic verificat a aalto.fi
Naruse MakotoThe University of Tokyo, Graduate School of Information Science and Technology, ProfessorCorreu electrònic verificat a ipc.i.u-tokyo.ac.jp
Ryoichi HORISAKIThe University of TokyoCorreu electrònic verificat a g.ecc.u-tokyo.ac.jp
André RöhmProject Associate Professor, The University of TokyoCorreu electrònic verificat a g.ecc.u-tokyo.ac.jp
Takashi GodaUniversity of TokyoCorreu electrònic verificat a frcer.t.u-tokyo.ac.jp
Yoshihito KazashiStrathclyde Chancellor's Fellow (Lecturer), University of StrathclydeCorreu electrònic verificat a strath.ac.uk
Shun SatoThe University of TokyoCorreu electrònic verificat a mist.i.u-tokyo.ac.jp

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Ken'ichiro Tanaka

Professor, Institute of Science Tokyo (former Tokyo Institute of Technology)

Correu electrònic verificat a m.titech.ac.jp - Pàgina d'inici

Numerical analysis Approximation theory Mathematical optimization Computational methods in


Títol Ordena per cites Ordena per any Ordena per títol	Citada per Citada per	Any
Function classes for double exponential integration formulas K Tanaka, M Sugihara, K Murota, M Mori Numerische Mathematik 111, 631-655, 2009	73	2009
Function classes for successful DE-Sinc approximations K Tanaka, M Sugihara, K Murota Mathematics of computation 78 (267), 1553-1571, 2009	58	2009
Discrete approximations of continuous distributions by maximum entropy K Tanaka, AA Toda Economics Letters 118 (3), 445-450, 2013	43	2013
Numerical indefinite integration by double exponential sinc method K Tanaka, M Sugihara, K Murota Mathematics of computation 74 (250), 655-679, 2005	24	2005
Operations on M-convex functions on jump systems Y Kobayashi, K Murota, K Tanaka SIAM Journal on Discrete Mathematics 21 (1), 107-129, 2007	23	2007
Complex-analytic approach to the sinc-Gauss sampling formula K Tanaka, M Sugihara, K Murota Japan journal of industrial and applied mathematics 25, 209-231, 2008	21	2008
Polynomial-time algorithms for linear and convex optimization on jump systems A Shioura, K Tanaka SIAM journal on discrete mathematics 21 (2), 504-522, 2007	18	2007
A steepest descent algorithm for M-convex functions on jump systems K Murota, K Tanaka IEICE transactions on fundamentals of electronics, communications and …, 2006	18	2006
Pairwise Conditional Gradients without Swap Steps and Sparser Kernel Herding K Tsuji, K Tanaka, S Pokutta Proceedings of the 39th International Conference on Machine Learning, PMLR …, 2022	17	2022
Discretizing distributions with exact moments: Error estimate and convergence analysis K Tanaka, AA Toda SIAM Journal on Numerical Analysis 53 (5), 2158-2177, 2015	16	2015
DE-Sinc methods have almost the same convergence property as SE-Sinc methods even for a family of functions fitting the SE-Sinc methods, Part I: definite integration and … T Okayama, K Tanaka, T Matsuo, M Sugihara Numerische Mathematik 125 (3), 511-543, 2013	15	2013
Kernel-based interpolation at approximate Fekete points T Karvonen, S Särkkä, K Tanaka Numerical Algorithms, 10.1007/s11075-020-00973-y, 2020	12	2020
Design of accurate formulas for approximating functions in weighted Hardy spaces by discrete energy minimization K Tanaka, M Sugihara IMA Journal of Numerical Analysis, https://doi.org/10.1093/imanum/dry056, 2018	11	2018
On necessary and sufficient conditions for numerical verification of double turning points K Tanaka, S Murashige, S Oishi Numerische Mathematik 97, 537-554, 2004	10	2004
Monte Carlo construction of cubature on Wiener space S Hayakawa, K Tanaka Japan Journal of Industrial and Applied Mathematics, https://doi.org/10.1007 …, 2021	9	2021
Counting Integral Points in Polytopes via Numerical Analysis of Contour Integration H Hirai, R Oshiro, K Tanaka Mathematics of Operations Research, https://doi.org/10.1287/moor.2019.0997, 2019	9	2019
Potential theoretic approach to design of accurate formulas for function approximation in symmetric weighted Hardy spaces K Tanaka, T Okayama, M Sugihara IMA Journal of Numerical Analysis 37 (2), 861-904, 2017	9	2017
DE-Sinc methods have almost the same convergence property as SE-Sinc methods even for a family of functions fitting the SE-Sinc methods, Part II: indefinite integration K Tanaka, T Okayama, T Matsuo, M Sugihara Numerische Mathematik 125 (3), 545–568, 2013	9	2013
Maximum likelihood estimation of the Fisher-Bingham distribution via efficient calculation of its normalizing constant Y Chen, T Ken'ichiro Statistics and Computing 31, 10.1007/s11222-021-10015-9, 2021	8	2021
Generation of point sets by convex optimization for interpolation in reproducing kernel Hilbert spaces K Tanaka Numerical Algorithms, doi: 10.1007/s11075-019-00792-w, 2019	8	2019

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