Envelopes and inequalities in vector lattices

Author:

Kusraev A. G.,Kutateladze S. S.

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics,Theoretical Computer Science,Analysis

Reference22 articles.

1. Kusraev A.G.: Functional calculus and Minkowski duality on vector lattices. Vladikavkaz. Math. J. 11(2), 31–42 (2009)

2. Kusraev, A.G.: Homogeneous Functional Calculus on Vector Lattices. Inst. Appl. Math. Inf. Vladikavkaz (2008)

3. Kusraev A.G.: Inequalities in vector lattices. In: Korobeĭnik, Yu.F., Kusraev, A.G. (eds) Studies on Mathematical Analysis, Differential Equations, and Their Applications, pp. 82–96. Southern Math. Inst., Vladikavkaz (2010)

4. Haase M.: Convexity inequalities for positive operators. Positivity. 11(1), 57–68 (2007)

5. Kutateladze S.S.: The Farkas lemma revisited. Siber. Math. J. 51(1), 78–87 (2010)

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1. Generalized functional calculus in lattice-ordered algebras;Siberian Mathematical Journal;2014-09

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