Notions of Relative Interior in Banach Spaces

By Jonathan Michael Borwein, Rafal K. Goebel. 2003

121 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Mathematical Physics, Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/f17f490675ce773dae6367c3875af0fb1fa65890

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In Computational Theory and Mathematics

1. Ernö Robert Csetnek
2. Radu Ioan Bot
3. Andreea Moldovan
4. Yekini Shehu

In Mathematical Physics

1. Radu Ioan Bot
2. Ernö Robert Csetnek
3. Andreea Moldovan
4. Yekini Shehu

In Numerical Analysis

1. Ernö Robert Csetnek
2. Radu Ioan Bot
3. Andreea Moldovan

Citations in the corpus

• Revisiting Some Duality Theorems via the Quasirelative Interior in Convex Optimization (2008, methodology): “Proposition 2.3 ([4, 11 ]) Let us consider C and D two convex subsets of X, x ∈ X and α ∈ R. Then:”
• Regularity conditions via generalized interiority notions in convex optimization: New achievements and their relation to some classical statements (2009, background): “We refer the reader to [4,6,25,26,36,40,44,47] and to the references therein for more properties and examples regarding the above considered generalized interiority notions.”