62 citations · 213 across the 26 of their papers we have counts for
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math.NA2017★ 62 cited
The Argyris isogeometric space on unstructured multi-patch planar domains
Mario Kapl, Giancarlo Sangalli, Thomas Takacs
Multi-patch spline parametrizations are used in geometric design and isogeometric analysis to represent complex domains. We deal with a particular class of planar multi-patch…
math.NA2017★ 3 cited
Construction of analysis-suitable planar multi-patch parameterizations
Mario Kapl, Giancarlo Sangalli, Thomas Takacs
Isogeometric analysis allows to define shape functions of global continuity (or of higher continuity) over multi-patch geometries. The construction of such -smooth i…
math.NA2017
Dimension and basis construction for analysis-suitable two-patch parameterizations
Mario Kapl, Giancarlo Sangalli, Thomas Takacs
We study the dimension and construct a basis for -smooth isogeometric function spaces over two-patch domains. In this context, an isogeometric function is a function defined o…