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| 両方とも前のリビジョン 前のリビジョン 次のリビジョン | 前のリビジョン | ||
| publications [2025/09/04 10:40] – [論文(査読つき)] aterui | publications [2026/08/02 09:45] (現在) – [2025] aterui | ||
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| ===== 論文(査読つき) ===== | ===== 論文(査読つき) ===== | ||
| - | * T. Okazaki, A. Terui, M. Mikawa. An Effective Trajectory Planning and an Optimized Path Planning for a 6-Degree-of-Freedom Robot Manipulator. Lecture Notes in Computer Science, Springer, 2025, to appear. arXiv: | + | |
| - | * T. Okazaki, A. Terui, M. Mikawa. Inverse Kinematics for a 6-Degree-of-Freedom Robot Manipulator Using Comprehensive Gröbner Systems. Lecture Notes in Computer Science, Springer, 2025, to appear. arXiv: | + | * R. Komatsuzaki, |
| - | * Y. Shirato, N. Oka, A. Terui, M. Mikawa. An Optimized Path Planning of Manipulator with Spline Curves Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. Proceedings of the 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. 105-112, 2024. | + | |
| - | * T. Okazaki, A. Terui, M. Mikawa. Towards Trajectory Planning for a 6-Degree-of-Freedom Robot Manipulator Considering the Orientation of the End-effector Using Computer Algebra. Proceedings of the 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. 84-91, 2024. | + | * T. Okazaki, A. Terui, M. Mikawa. Inverse Kinematics for a 6-Degree-of-Freedom Robot Manipulator Using Comprehensive Gröbner Systems. |
| - | * R. Hatakeyama, A. Terui, M. Mikawa. Towards Trajectory Planning of a Robot Manipulator with Computer Algebra using Bézier Curves for Obstacle Avoidance. Proceedings of the 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. 21-27, 2024. | + | * Y. Shirato, N. Oka, A. Terui, M. Mikawa. An Optimized Path Planning of Manipulator with Spline Curves Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. |
| - | * K. Kuramochi, A. Terui, M. Mikawa. Solving Estimation Problems Using Minimax Polynomials and Gröbner Bases. Proceedings of the 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. 57-62, 2024. | + | * T. Okazaki, A. Terui, M. Mikawa. Towards Trajectory Planning for a 6-Degree-of-Freedom Robot Manipulator Considering the Orientation of the End-effector Using Computer Algebra. |
| + | * R. Hatakeyama, A. Terui, M. Mikawa. Towards Trajectory Planning of a Robot Manipulator with Computer Algebra using Bézier Curves for Obstacle Avoidance. | ||
| + | * K. Kuramochi, A. Terui, M. Mikawa. Solving Estimation Problems Using Minimax Polynomials and Gröbner Bases. | ||
| * M. Yoshizawa, A. Terui, M. Mikawa. Inverse kinematics and path planning of manipulator using real quantifier elimination based on Comprehensive Gröbner Systems. Proceedings of the 24th International Workshop on Computer Algebra in Scientific Computing: CASC 2023, Lecture Notes in Computer Science **14139**, Springer, 2023, 393–419. doi: | * M. Yoshizawa, A. Terui, M. Mikawa. Inverse kinematics and path planning of manipulator using real quantifier elimination based on Comprehensive Gröbner Systems. Proceedings of the 24th International Workshop on Computer Algebra in Scientific Computing: CASC 2023, Lecture Notes in Computer Science **14139**, Springer, 2023, 393–419. doi: | ||
| * 照井章. コロナ禍の計算機演習 : 数学科における数式処理を用いた計算機実習の遠隔授業による取り組み. 数式処理, | * 照井章. コロナ禍の計算機演習 : 数学科における数式処理を用いた計算機実習の遠隔授業による取り組み. 数式処理, | ||
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| ===== 国際会議:口頭発表 ===== | ===== 国際会議:口頭発表 ===== | ||
| + | * Y. Nakai, A. Terui, M. Mikawa. Trajectory Planning and Certification for 3-DOF Robot Manipulators Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. International Symposium on Mathematical Software (ICMS 2026). Waterloo, Canada, July 20, 2026. | ||
| + | * K. Shimizu, A. Terui, M. Mikawa. Solving the Three-Dimensional Speech Direction Estimation Problem via a System of Nonlinear Equations. [[https:// | ||
| + | * T. Okazaki, A. Terui, M. Mikawa. An Effective Trajectory Planning and an Optimized Path Planning for a 6-Degree-of-Freedom Robot Manipulator. The 27th International Workshop on Computer Algebra in Scientific Computing (CASC 2025). Dubai, United Arab Emirates, November 28, 2025. | ||
| + | * T. Okazaki, A. Terui, M. Mikawa. Inverse Kinematics for a 6-Degree-of-Freedom Robot Manipulator Using Comprehensive Gröbner Systems. The 27th International Workshop on Computer Algebra in Scientific Computing (CASC 2025). Dubai, United Arab Emirates, November 28, 2025. | ||
| + | * K. Kuramochi, K. Shimizu, A. Terui, M. Mikawa. Solving Estimation Problems Using Minimax Polynomials and Gröbner Bases. Dagstuhl Seminar 25281 "From Sparse Interpolation to Signal Processing: New Synergies" | ||
| * Y. Shirato, N. Oka, A. Terui, M. Mikawa. Inverse Kinematics and Optimized Path Planning of Manipulator Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. The 26th International Workshop on Computer Algebra in Scientific Computing (CASC 2024). Rennes, France, September 5, 2024. | * Y. Shirato, N. Oka, A. Terui, M. Mikawa. Inverse Kinematics and Optimized Path Planning of Manipulator Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. The 26th International Workshop on Computer Algebra in Scientific Computing (CASC 2024). Rennes, France, September 5, 2024. | ||
| * Y. Shirato, N. Oka, A. Terui, M. Mikawa. An Optimized Path Planning of Manipulator with Spline Curves Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. The 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. Tokyo, Japan, August 30, 2024. | * Y. Shirato, N. Oka, A. Terui, M. Mikawa. An Optimized Path Planning of Manipulator with Spline Curves Using Real Quantifier Elimination Based on Comprehensive Gröbner Systems. The 10th International Symposium on Symbolic Computation in Software Science (SCSS 2024), Work-in-progress workshop. Tokyo, Japan, August 30, 2024. | ||
| 行 68: | 行 75: | ||
| * A. Terui and T. Sasaki. " | * A. Terui and T. Sasaki. " | ||
| ===== 国際会議:ポスター発表 ===== | ===== 国際会議:ポスター発表 ===== | ||
| - | * B. Chi and A. Terui. The GPGCD Algorithm with the Bezout Matrix. The 44th International Symposium on Symbolic and Algebraic Computation (ISSAC 2019), Beijing, | + | |
| + | | ||
| * A. Terui. Calculating Approximate GCD of Multiple Univariate Polynomials using Approximate Syzygies. The 38th International Symposium on Symbolic and Algebraic Computation (ISSAC 2013), Boston, USA, June 26–29, 2013. | * A. Terui. Calculating Approximate GCD of Multiple Univariate Polynomials using Approximate Syzygies. The 38th International Symposium on Symbolic and Algebraic Computation (ISSAC 2013), Boston, USA, June 26–29, 2013. | ||
| * A. Terui. GPGCD, an Iterative Method for Calculating Approximate GCD, for Multiple Univariate Polynomials (Poster presentation). The 2010 International Symposium on Symbolic and Algebraic Computation (ISSAC 2010), Munich, Germany, July 25--28, 2010. | * A. Terui. GPGCD, an Iterative Method for Calculating Approximate GCD, for Multiple Univariate Polynomials (Poster presentation). The 2010 International Symposium on Symbolic and Algebraic Computation (ISSAC 2010), Munich, Germany, July 25--28, 2010. | ||
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| * T. Sasaki, K. Shihara, A. Terui, Y. Ozaki, F. Kako. Approximate Algebraic Computation: | * T. Sasaki, K. Shihara, A. Terui, Y. Ozaki, F. Kako. Approximate Algebraic Computation: | ||
| ===== 国内口頭発表 ===== | ===== 国内口頭発表 ===== | ||
| + | ==== 2026 ==== | ||
| + | * 照井章,石原侑樹,小原功任,田島慎一.零次元イデアルの根基の素イデアル分解と記号的固有値法 II.[[https:// | ||
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| ==== 2025 ==== | ==== 2025 ==== | ||
| + | * 照井章,ロボットマニピュレータの動作計画と数式処理.『統計的アプローチに基づく数理アルゴリズムのチューニングと最適化』研究集会,統計数理研究所,2025年12月22日. | ||
| + | * 清水啓,照井章,三河正彦.多項式近似を用いた 3 次元空間における発話方向推定問題の解法.[[https:// | ||
| + | * 照井章,石原侑樹,小原功任,田島慎一.零次元イデアルの根基の素イデアル分解と記号的固有値法.[[https:// | ||
| + | * 照井章,数式処理によるロボットマニピュレータの動作計画【招待講演】.[[https:// | ||
| * 照井章,数式処理によるロボットマニピュレータの動作計画.[[https:// | * 照井章,数式処理によるロボットマニピュレータの動作計画.[[https:// | ||
| * 照井章,石原侑樹,小原功任,田島慎一.零次元根基イデアルの素イデアル分解と記号的固有値法.[[https:// | * 照井章,石原侑樹,小原功任,田島慎一.零次元根基イデアルの素イデアル分解と記号的固有値法.[[https:// | ||
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| ==== 2024 ==== | ==== 2024 ==== | ||
| - | * 倉持研汰,照井章,三河正彦.連立方程式の求解と遺伝的アルゴリズムを組み合わせた小惑星探査ローバの位置決定問題の解法.[[https:// | + | * 倉持研汰,照井章,三河正彦.連立方程式の求解と遺伝的アルゴリズムを組み合わせた小惑星探査ローバの位置決定問題の解法.[[https:// |
| - | * 畠山諒,照井章,三河正彦.ベジェ曲線を用いたマニピュレータの軌道計画.[[https:// | + | * 畠山諒,照井章,三河正彦.ベジェ曲線を用いたマニピュレータの軌道計画.[[https:// |
| - | * 岡﨑拓夢,照井章,三河正彦.包括的Gröbner基底系を用いた6自由度ロボットマニピュレータの逆運動学問題の解法.[[https:// | + | * 岡﨑拓夢,照井章,三河正彦.包括的Gröbner基底系を用いた6自由度ロボットマニピュレータの逆運動学問題の解法.[[https:// |
| - | * 岡夏未,白戸祐輔,照井章,三河正彦.包括的グレブナー基底系計算に基づく限量子消去を用いたロボットの逆運動学計算および経路計画の最適化.[[http:// | + | * 岡夏未,白戸祐輔,照井章,三河正彦.包括的グレブナー基底系計算に基づく限量子消去を用いたロボットの逆運動学計算および経路計画の最適化.[[http:// |
| * 田島慎一,小原功任,照井章.最小消去多項式を用いたJordan細胞の構造の効率的な計算.[[http:// | * 田島慎一,小原功任,照井章.最小消去多項式を用いたJordan細胞の構造の効率的な計算.[[http:// | ||
| * 田島慎一,小原功任,照井章.Jordan鎖の構造の厳密で効率的な計算.[[https:// | * 田島慎一,小原功任,照井章.Jordan鎖の構造の厳密で効率的な計算.[[https:// | ||