5 citations · 5 across the 2 of their papers we have counts for
2 papers
math.FA2016
Full and special Colombeau algebras
Eduard A. Nigsch, Michael Grosser
We introduce full diffeomorphism-invariant Colombeau algebras with added $\varepsilone$-dependence in the basic space. This unites the full and special settings of the theory into…
math.FA1999★ 5 cited
A global theory of algebras of generalized functions
Michael Grosser, Michael Kunzinger, Roland Steinbauer +1
We present a geometric approach to defining an algebra (the Colombeau algebra) of generalized functions on a smooth manifold containing the space ${\mathc…