Higher entropic uncertainty relations for anti-commuting observables

DOI10.1063/1.2943685zbMath1152.81630arXiv0710.1185OpenAlexW3104780148WikidataQ57522225 ScholiaQ57522225MaRDI QIDQ5504943

Stephanie Wehner, Andreas Winter

Publication date: 23 January 2009

Published in: Journal of Mathematical Physics (Search for Journal in Brave)

Full work available at URL: https://arxiv.org/abs/0710.1185

Mathematics Subject Classification ID

Quantum theory (81-XX)

Related Items (10)

Uncertainty relation for estimating the position of an electron in a uniform magnetic field from quantum estimation theory ⋮ Uncertainty and certainty relations for complementary qubit observables in terms of Tsallis' entropies ⋮ Clifford algebras, quantum neural networks and generalized quantum Fourier transform ⋮ Notes on entropic uncertainty relations beyond the scope of Riesz's theorem ⋮ Entropic uncertainty relations—a survey ⋮ The power of noisy fermionic quantum computation ⋮ Relations for certain symmetric norms and anti-norms before and after partial trace ⋮ Entropic uncertainty relations and the stabilizer formalism ⋮ A transform of complementary aspects with applications to entropic uncertainty relations ⋮ Characterizing quantum states via sector lengths

Cites Work

• Randomizing quantum states: constructions and applications
• Improved bounds in the entropic uncertainty and certainty relations for complementary observables
• Generalized Bloch spheres form-qubit states
• Uncertainty principle and quantum Fisher information. II.
• ON A GENERALIZED CLIFFORD ALGEBRA (II)
• ON A GENERALIZED CLIFFORD ALGEBRA
• Generalization of Euler Angles to N-Dimensional Orthogonal Matrices

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