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Delta operator

Known as: Shift-equivariance, Shift-equivariant 
In mathematics, a delta operator is a shift-equivariant linear operator on the vector space of polynomials in a variable over a field that reduces… 
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Papers overview

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2012
2012
We construct a deformed Morse complex computing the equivariant cohomology of a manifold M endowed with a smooth S^1-action. The… 
2002
2002
We present a new, intrinsic approach to Morse Theory which has interesting applications in geometry. We show that a Morse… 
2001
2001
Fan, H., and De, P., High Speed Adaptive Signal Progressing Using the Delta Operator, Digital Signal Processing11 (2001), 3?34.In… 
Highly Cited
2000
Highly Cited
2000
The implementation issues of digital controllers with finite word length (FWL) considerations are addressed. Both the shift and… 
2000
2000
Points out that stability of delta-operator-induced real polynomials is equivalent to a shifted Hurwitz stability of their… 
1993
1993
The definition of observables within conventional gauge theories is settled by general consensus. Within cohomological theories… 
1992
1992
The authors present a version of the discrete time generalized predictive controller called DGPC, using the delta operator. The… 
1991
1991
On utilise la methode des symboles de Delaney pour classifier a l’aide de I’ordinateur, a homeomorphisme equivariant pres, tous…