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Improved Analytic Expansions in Hybrid A-Star Path Planning for Non-Holonomic Robots

Applied sciences, 2022-06, Vol.12 (12), p.5999

2022

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Complex-valued Function Modeling of Bilateration and its Applications

IEEE access, 2023-01, Vol.11, p.1-1

2023

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Collective Intelligence: The Creative Way from Knowledge to Open Innovation

Science, technology & society (New Delhi, India), 2021-07, Vol.26 (2), p.201-222

2021

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The explicit forms and zeros of the Bergman kernel function for Hartogs type domains

Journal of functional analysis, 2012-04, Vol.262 (8), p.3518-3547

2012

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Invariant submanifolds for systems of vector fields of constant rank

Science China. Mathematics, 2016-07, Vol.59 (7), p.1417-1426

2016

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Real-Time Human Movement Recognition Using Ultra-Wideband Sensors

Electronics (Basel), 2024-04, Vol.13 (7), p.1300

2024

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Micro open innovation dynamics under inter-rationality

Technological forecasting & social change, 2024-04, Vol.201, p.123263, Article 123263

2024

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Architectural Design and Open Innovation Symbiosis: Insights from Research Campuses, Manufacturing Systems, and Innovation Districts

Sustainability, 2018-11, Vol.10 (12), p.4495

2018

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Not Deep Learning but Autonomous Learning of Open Innovation for Sustainable Artificial Intelligence

Sustainability, 2016-08, Vol.8 (8), p.797

2016

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Collision-Free Navigation in Human-Following Task Using a Cognitive Robotic System on Differential Drive Vehicles

IEEE transactions on cognitive and developmental systems, 2023-03, Vol.15 (1), p.78-87

2023

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Global boundary regularity for the $ bar partial $-equation on q-pseudoconvex domains

Mathematische Nachrichten, 2007-03, Vol.280 (4), p.343-350

Ahn, Heungju

2007

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The Donnelly-Fefferman theorem on q-pseudoconvex domains

Osaka journal of mathematics, 2009-09, Vol.46 (no. 3), p.599-610

2009

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Zero sets of holomorphic functions in the Nevanlinna type class on convex domains in C2

Japanese journal of mathematics. New series, 2002, Vol.28(2), pp.245-260

2002

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Global Regularity of ∂ on an Annulus between a Q-pseudoconvex and a P-pseudoconcave Boundary

Pure and applied mathematics quarterly, 2010, Vol.6 (3), p.647-662

2010

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AUTOMORPHISMS OF THE HARTOGS TYPE DOMAINS OVER CLASSICAL SYMMETRIC DOMAINS

International journal of mathematics, 2012-09, Vol.23 (9), p.1250098

2012

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Subelliptic estimates and regularity of documentclass{article}usepackage{amssymb}begin{document}pagestyle{empty}$bf bar{partial}$end{document} at the boundary of a Q-pseudoconvex domain of finite type

Mathematische Nachrichten, 2011-10, Vol.284 (14-15), p.1777-1783

2011

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Local Geometry of Levi-Forms Associated with the Existence of Complex Submanifolds and the Minimality of Generic CR Manifolds

The Journal of geometric analysis, 2012-04, Vol.22 (2), p.561-582

2012

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Not Deep Learning but Autonomous Learning of Open Innovation for Sustainable Artificial Intelligence

Sustainability, 2016-08, Vol.8 (8), p.797-797

2016

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WEIGHTED LpESTIMATES FOR THE ∂̄-EQUATION ON CONVEX DOMAINS OF FINITE TYPE

Publicacions matemàtiques, 2004-01, Vol.48 (1), p.139-157

Ahn, Heungju

2004

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OPTIMAL NON-ISOTROPIC Lp ESTIMATES WITH WEIGHTS FOR ∂ IN STRICTLY PSEUDOCONVEX DOMAINS

Kyushu Journal of Mathematics, 2002, Vol.56(2), pp.447-457

2002

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Non-subelliptic estimates for the tangential Cauchy–Riemann system

Manuscripta mathematica, 2006-12, Vol.121 (4), p.461-479

2006

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Optimal Hölder and Lp estimates for [formula omitted] on boundaries of convex domains of finite type

Journal of mathematical analysis and applications, 2003, Vol.286 (1), p.281-294

2003

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Optimal Hölder and Lp estimates for ∂bon boundaries of convex domains of finite type

Journal of mathematical analysis and applications, 2003, Vol.286 (1), p.281-294

2003

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A Path Planning Method Based on Theta-star Search for Non-Holonomic Robots

2022 Joint 12th International Conference on Soft Computing and Intelligent Systems and 23rd International Symposium on Advanced Intelligent Systems (SCIS&ISIS), 2022, p.1-6

2022

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Optimal Sobolev estimates for ? on convex domains of finite type

Mathematische Zeitschrift, 2003-08, Vol.244 (4), p.837-857

2003

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Improved Analytic Expansions in Hybrid A-Star Path Planning for Non-Holonomic Robots

Complex-valued Function Modeling of Bilateration and its Applications

Collective Intelligence: The Creative Way from Knowledge to Open Innovation

The explicit forms and zeros of the Bergman kernel function for Hartogs type domains

Invariant submanifolds for systems of vector fields of constant rank

Real-Time Human Movement Recognition Using Ultra-Wideband Sensors

Micro open innovation dynamics under inter-rationality

Architectural Design and Open Innovation Symbiosis: Insights from Research Campuses, Manufacturing Systems, and Innovation Districts

Not Deep Learning but Autonomous Learning of Open Innovation for Sustainable Artificial Intelligence

Collision-Free Navigation in Human-Following Task Using a Cognitive Robotic System on Differential Drive Vehicles

Global boundary regularity for the $ bar partial $-equation on q-pseudoconvex domains

The Donnelly-Fefferman theorem on q-pseudoconvex domains

Zero sets of holomorphic functions in the Nevanlinna type class on convex domains in C2

Global Regularity of ∂ on an Annulus between a Q-pseudoconvex and a P-pseudoconcave Boundary

AUTOMORPHISMS OF THE HARTOGS TYPE DOMAINS OVER CLASSICAL SYMMETRIC DOMAINS

Subelliptic estimates and regularity of documentclass{article}usepackage{amssymb}begin{document}pagestyle{empty}$bf bar{partial}$end{document} at the boundary of a Q-pseudoconvex domain of finite type

Local Geometry of Levi-Forms Associated with the Existence of Complex Submanifolds and the Minimality of Generic CR Manifolds

Not Deep Learning but Autonomous Learning of Open Innovation for Sustainable Artificial Intelligence

WEIGHTED LpESTIMATES FOR THE ∂̄-EQUATION ON CONVEX DOMAINS OF FINITE TYPE

OPTIMAL NON-ISOTROPIC Lp ESTIMATES WITH WEIGHTS FOR ∂ IN STRICTLY PSEUDOCONVEX DOMAINS

Non-subelliptic estimates for the tangential Cauchy–Riemann system

Optimal Hölder and Lp estimates for [formula omitted] on boundaries of convex domains of finite type

Optimal Hölder and Lp estimates for ∂bon boundaries of convex domains of finite type

A Path Planning Method Based on Theta-star Search for Non-Holonomic Robots

Optimal Sobolev estimates for ? on convex domains of finite type

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