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Approximating solution spaces as a product of polygons
Helmut Harbrecht
, Dennis Tröndle
,
Markus Zimmermann
Chair of Product Development and Lightweight Design
University of Basel
Research output
:
Contribution to journal
›
Article
›
peer-review
3
Scopus citations
Overview
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Keyphrases
2D Space
75%
Approximate Solution
100%
Better Approximation
25%
Cartesian Product
50%
Complete Solution
25%
Design Space
25%
Design Work
25%
Good Design
50%
High-dimensional Design
25%
Hyperrectangle
25%
Mathematical Constraints
25%
Monte Carlo Sampling
25%
Nonlinear Problems
25%
Numerical Algorithms
25%
Polygon
100%
Solution Space
100%
Two Dimensional
25%
Mathematics
Approximating Solution
100%
Cartesian Product
50%
Complete Solution
25%
Monte Carlo
25%
Nonlinear Problem
25%
Numerical Algorithm
25%
Polygon
100%
Solution Space
100%
Engineering
Complete Solution
33%
Design Space
33%
Dimensional Design
33%
Good Design
66%
Nonlinear Problem
33%
Space Solution
100%
Target Region
66%
Two Dimensional
33%