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Fingerprint Dive into the research topics where Veronique Fischer is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

Mathematics

Nilpotent Lie Group
Gelfand Pairs
Heisenberg Group
Quantization
Transform
Sub-Laplacian
Spherical Functions
Differential Calculus
Sobolev Spaces
Operator
Homogeneous Groups
Nilpotent Group
Invariant
Compact Lie Group
Operator Space
Singular Set
Maximal Function
Euclidean space
Series Representation
Taylor Expansion
Positive Operator
Pseudodifferential Operators
Free Group
Notation
Quotient
Subgroup
Plancherel Measure
Generator
Lie Algebra
Restriction
Euclidean
Sobolev Embedding
Line
Skew symmetric matrix
Harmonic Analysis
Invariant Polynomials
Interpolation Spaces
Parabolic Subgroup
Maximal Subgroup
Orthogonal Group
Difference Operator
Unit Sphere
Representation Theory
Irreducible Representation
Converse
Algebra
Hypoellipticity
Boundedness
Deduce
Generalise