Add to ORKGApplications of Laguerre geometry to computer aided geometric design are presented, realized through Minkowski actions. Basic Laguerre geometry is first discussed. Then quaternions, set multiplication, and the use of quaternion sets to define Minkowski actions are described and used to achieve results used in geometric design
The Minkowski product of unit quaternion sets is introduced and analyzed, motivated by the desire to...
1 Introduction Minkowski sums are a basic concept in motion planning and therefore, they have been s...
Kinematic mappings, quaternion algebra, and constraint manifolds in the algebraic image space are ap...
Applications of Laguerre geometry to computer aided geometric design are presented, realized through...
The Minkowski product can be viewed as a higher dimensional version of interval arithmetic. We discu...
The Minkowski product can be viewed as a higher-dimensional version of inter-val arithmetic. We disc...
We present two exact implementations of efficient output-sensitive algorithms that compute Minkowski...
Thesis (M.S.) University of Alaska Fairbanks, 2014We present an axiomatic development of geometric a...
AbstractAlgorithms are developed, based on topological principles, to evaluate the boundary and “int...
University of Minnesota M.S. thesis. October 2016. Major: Applied and Computational Mathematics. Adv...
International audienceThe paper aims to connect the Bézier curves domain to another known as the Min...
The existing approaches support Minkowski sums for the boundary, set-theoretic, and ray representati...
Kuaterniyonlar, 1843 yılında William Rowan Hamilton tarafından tanıtıldı. Daha sonra, reel ve dual k...
The Minkowski sum of two planar objects is closely related to the convolution curve of the object bo...
The present thesis contributes to the theory of generalized Minkowski spaces as a continuation of Mi...
The Minkowski product of unit quaternion sets is introduced and analyzed, motivated by the desire to...
1 Introduction Minkowski sums are a basic concept in motion planning and therefore, they have been s...
Kinematic mappings, quaternion algebra, and constraint manifolds in the algebraic image space are ap...
Applications of Laguerre geometry to computer aided geometric design are presented, realized through...
The Minkowski product can be viewed as a higher dimensional version of interval arithmetic. We discu...
The Minkowski product can be viewed as a higher-dimensional version of inter-val arithmetic. We disc...
We present two exact implementations of efficient output-sensitive algorithms that compute Minkowski...
Thesis (M.S.) University of Alaska Fairbanks, 2014We present an axiomatic development of geometric a...
AbstractAlgorithms are developed, based on topological principles, to evaluate the boundary and “int...
University of Minnesota M.S. thesis. October 2016. Major: Applied and Computational Mathematics. Adv...
International audienceThe paper aims to connect the Bézier curves domain to another known as the Min...
The existing approaches support Minkowski sums for the boundary, set-theoretic, and ray representati...
Kuaterniyonlar, 1843 yılında William Rowan Hamilton tarafından tanıtıldı. Daha sonra, reel ve dual k...
The Minkowski sum of two planar objects is closely related to the convolution curve of the object bo...
The present thesis contributes to the theory of generalized Minkowski spaces as a continuation of Mi...
The Minkowski product of unit quaternion sets is introduced and analyzed, motivated by the desire to...
1 Introduction Minkowski sums are a basic concept in motion planning and therefore, they have been s...
Kinematic mappings, quaternion algebra, and constraint manifolds in the algebraic image space are ap...