A Measure Zero Universal Differentiability Set in the Heisenberg Group¶
Pinamonti, A., & Speight, G. (2017). A Measure Zero Universal Differentiability Set in the Heisenberg Group. Mathematische Annalen.
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1 citation across 1 artifact.
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Domain-specific¶
- Pansu Derivative
- The group operations and dilations carry geometric information that an ordinary coordinate difference quotient can miss.
This sourceOriginal full author manuscript; scalar-valued Pansu differentiability, group projection and dilation identities, and qualified existence results.
- The group operations and dilations carry geometric information that an ordinary coordinate difference quotient can miss.
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