Hiroshi Yamashita

发表

A globally convergent primal-dual interior point method for constrained optimization

Hiroshi Yamashita, 1998 .

Q-SUPERLINEAR CONVERGENCE OF PRIMAL-DUAL INTERIOR POINT QUASI-NEWTON METHODS FOR CONSTRAINED OPTIMIZATION

Hiroshi Yamashita, H. Yabe, 1997 .

A globally and superlinearly convergent primal-dual interior point trust region method for large scale constrained optimization

Hiroshi Yamashita, Hiroshi Yabe, Takahito Tanabe, 2005, Math. Program..

A survey of numerical methods for nonlinear semidefinite programming

Hiroshi Yamashita, Hiroshi Yabe, Hiroshi Yamashita, 2015 .

A primal–dual interior point method for nonlinear optimization over second-order cones

Hiroshi Yamashita, H. Yabe, 2009, Optim. Methods Softw..

A globally and superlinearly convergent trust-region SQP method without a penalty function for nonlinearly constrained optimization

Hiroshi Yamashita, H. Yabe, 2007 .

Lead Generation and Optimization Based on Protein-Ligand Complementarity

Hiroshi Yamashita, S. Wodak, K. Ogata, 2010, Molecules.

A Quantitative Approach to the Estimation of Chemical Space from a Given Geometry by the Combination of Atomic Species

Hiroshi Yamashita, Tetsu Isomura, Hiroshi Yamashita, 2007 .

Q-superlinear Convergence O F Primal-dual Interior P O I N T Quasi-newton Methods F O R Constrained Optimization

Hiroshi Yamashita, H. Yabe, 2004 .

Prediction of the binding affinity of compounds with diverse scaffolds by MP-CAFEE.

Hiroshi Yamashita, K. Takedomi, H. Kubodera, 2013, Biophysical Chemistry.

Local convergence properties of primal-dual interior point methods based on the shifted barrier KKT conditions for nonlinear optimization

Hiroshi Yamashita, H. Yabe, 2003, SUT Journal of Mathematics.

Error bounds for nonlinear semide nite optimization

Hiroshi Yamashita, 2016 .

Convergence to a second-order critical point by a primal-dual interior point trust-region method for nonlinear semidefinite programming

Hiroshi Yamashita, 2022, Optim. Methods Softw..

Convergence to a second-order critical point of composite nonsmooth problems by a trust region method

Hiroshi Yamashita, 2022 .

The 4′-Hydroxyl Group of Resveratrol Is Functionally Important for Direct Activation of PPARα

Hiroshi Yamashita, H. Kubodera, K. Fukuhara, 2015, PloS one.

Nilpotent Orbits, Associated Cycles and Whittaker Models for Highest Weight Representations

Hiroshi Yamashita, K. Taniguchi, Hiroyuki Ochiai, 2001 .

Accelerating numerical simulation of continuous-time Boolean satisfiability solver using discrete gradient

Kazuyuki Aihara, Hiroshi Yamashita, Hideyuki Suzuki, 2021, Commun. Nonlinear Sci. Numer. Simul..

Multiplicity One Theorems for Generalized Gelfand-Graev Representations of Semisimple Lie Groups and Whittaker Models for the Discrete Series

Hiroshi Yamashita, 1988 .

A differential equation approach to nonlinear programming

Hiroshi Yamashita, Hiroshi Yamashita, 1980, Math. Program..

Spatial-photonic Boltzmann machines: low-rank combinatorial optimization and statistical learning by spatial light modulation

Hiroshi Yamashita, J. Tanida, Y. Ogura, 2023, ArXiv.

A globally convergent constrained quasi-Newton method with an augmented lagrangian type penalty function

Hiroshi Yamashita, Hiroshi Yamashita, 1982, Math. Program..

An Interior Point Method with a Primal-Dual Quadratic Barrier Penalty Function for Nonlinear Optimization

Hiroshi Yamashita, Hiroshi Yabe, Hiroshi Yamashita, 2003, SIAM J. Optim..

Superlinear and quadratic convergence of some primal-dual interior point methods for constrained optimization

Hiroshi Yamashita, Hiroshi Yabe, Hiroshi Yamashita, 1996, Math. Program..

A primal-dual interior point trust-region method for nonlinear semidefinite programming

Hiroshi Yamashita, Hiroshi Yabe, Kouhei Harada, 2020, Optim. Methods Softw..

A primal–dual interior point method for nonlinear semidefinite programming

Hiroshi Yamashita, Hiroshi Yabe, Kouhei Harada, 2011, Mathematical Programming.

Local and superlinear convergence of a primal-dual interior point method for nonlinear semidefinite programming

Hiroshi Yamashita, Hiroshi Yabe, Hiroshi Yamashita, 2012, Math. Program..

Axial and Nonaxial Migration of Red Blood Cells in a Microtube

Hiroshi Yamashita, T. Omori, Naoki Takeishi, 2021, Micromachines.

Chemical structure modeling with kernel methods

Hiroshi Yamashita, Hiroshi Yamashita, 2014 .

Associated variety, Kostant-Sekiguchi correspondence, and locally free $U$(n)-action on Harish-Chandra modules

Hiroshi Yamashita, A. Gyoja, 1996 .

Associated variety, Kostant-Sekiguchi correspondence, and locally free U(\mathfrak{n})-action on Harish-Chandra modules

Hiroshi Yamashita, A. Gyoja, 1999 .

ISOTROPY REPRESENTATION AND PROJECTION TO THE PRV-COMPONENT (Representations of noncomutative algebraic systems and harmonic analysis)

Hiroshi Yamashita, 2002 .

ISOTROPY REPRESENTATIONS ATTACHED TO THE ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES (Theory of Prehomogeneous Vector Spaces)

Hiroshi Yamashita, 2001 .

Title ISOTROPY REPRESENTATIONS ATTACHED TO THE ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES (Theory of Prehomogeneous Vector Spaces)

Hiroshi Yamashita, Author Yamashita, 2020 .

Title ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES AND DIFFERENTIAL OPERATORS OF GRADIENT-TYPE (Representation theory of groups and rings

Hiroshi Yamashita, 2016 .

ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES AND DIFFERENTIAL OPERATORS OF GRADIENT-TYPE (Representation theory of groups and rings and non-commutative harmonic analysis)

Hiroshi Yamashita, 2001 .

Nilpotent orbits, associated cycles and Whittaker models for highest weight representations

Hiroshi Yamashita, K. Taniguchi, Hiroyuki Ochiai, 2018, Astérisque.

On Whittaker vectors for generalized Gelfand-Graev representations of semisimple Lie groups

Hiroshi Yamashita, 1985 .

Criteria for the Finiteness of Restriction of U(g) - Modules to Subalgebras and Applications to Harish-Chandra Modules. A Study in Relation to the Associated Varieties

Hiroshi Yamashita, 1994 .

The embeddings of discrete series into principal series for an exceptional real simple Lie group of type $G_2$

Hiroshi Yamashita, T. Yoshinaga, 1996 .

Embeddings of discrete series into induced representations of semisimple Lie groups, II, -Generalized Whittaker models for $SU(2, 2)$-

Hiroshi Yamashita, 1991 .

Embeddings of discrete series into induced representations of semisimple Lie groups, I:General theory and the case of SU (2, 2)

Hiroshi Yamashita, 1990 .

Finite multiplicity theorems for induced representations of semisimpmle Lie groups II, -Applications to generalized Gelfand-Graev representations-

Hiroshi Yamashita, 1988 .

Title GENERALIZED WHITTAKER MODELS AND $n$- HOMOLOGY FOR SOME SMALL IRREDUCIBLE REPRESENTATIONS OF SIMPLE LIE GROUPS

Hiroshi Yamashita, 2018 .

Low-Rank Combinatorial Optimization and Statistical Learning by Spatial Photonic Ising Machine.

Hiroshi Yamashita, J. Tanida, Y. Ogura, 2023, Physical review letters.