Operators Which Do Not Have the Single Valued Extension Property

By P. Aiena, Osmin Monsalve. 2000

72 citations recorded by the source corpus.

Subfields: Applied Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/231b3ae626d229c1a51f50d577e153e9c36b7c70

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Applied Mathematics

1. P. Aiena
2. Thomas Ransford
3. A. Bourhim
4. E. Rosas
5. M. Berkani
6. H. Zariouh

In Mathematical Physics

1. Thomas Ransford
2. A. Bourhim
3. P. Aiena
4. E. Rosas
5. M. Berkani
6. H. Zariouh

Citations in the corpus

• Additive Maps Preserving Local Spectrum (2006, background): “The localization of the single-valued extension property has been widely studied by various authors (see [2], [ 3 ], [4], and the references contained therein).”
• Weyl’s Theorem for Algebraically Paranormal Operators (2003, unknown): “Since S has SVEP (by Lemma 3.1) and S − λ ∈ Φ−+(H), it follows from [ AiMo , Theorem 2.6] that S − λ has finite”
• Single-valued extension property at the points of the approximate point spectrum (2003, background): “The equivalence (i) ⇔ (ii) has been proved in [1].”