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update docstrings
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tristanmontoya committed Oct 3, 2024
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Showing 1 changed file with 7 additions and 10 deletions.
17 changes: 7 additions & 10 deletions src/SpatialDiscretizations/SpatialDiscretizations.jl
Original file line number Diff line number Diff line change
Expand Up @@ -106,9 +106,9 @@ end
@doc raw"""
ModalMulti(p::Int)
Approximation type for a modal formulation based on a multidimensional volume and facet
quadrature rules (generalized Vandermonde, derivative and interpolation/extrapolation
operators are all dense).
Approximation type for a modal formulation of polynomial degree $p$ based on
multidimensional volume and facet quadrature rules (generalized Vandermonde, derivative and
interpolation/extrapolation operators are all dense).
"""
struct ModalMulti <: AbstractMultidimensional
p::Int
Expand All @@ -117,10 +117,8 @@ end
@doc raw"""
NodalMultiDiagE(p::Int)
Approximation type for a nodal formulation based on a multidimensional volume quadrature
rule including nodes collocated with those used for facet integration (generalized
Vandermonde matrix is identity, derivative operator is dense, interpolation/extrapolation
operator picks out values at facet quadrature nodes).
Approximation type for a nodal formulation of polynomial degree $p$ based on a multidimensional volume quadrature rule including nodes collocated with those used for
facet integration (generalized Vandermonde matrix is identity, derivative operator is dense, interpolation/extrapolation operator picks out values at facet quadrature nodes).
"""
struct NodalMultiDiagE <: AbstractMultidimensional
p::Int
Expand All @@ -130,9 +128,8 @@ end
ModalMultiDiagE(p::Int)
Approximation type for a modal formulation based on a multidimensional volume quadrature
rule including nodes collocated with those used for facet integration (generalized
Vandermonde and derivative operators are dense, interpolation/extrapolation operator picks
out values at facet quadrature nodes).
rule of polynomial degree $p$ including nodes collocated with those used for facet
integration (generalized Vandermonde and derivative operators are dense, interpolation/extrapolation operator picks out values at facet quadrature nodes).
"""
struct ModalMultiDiagE <: AbstractMultidimensional
p::Int
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