Additive Lie derivations on the algebras of locally measurable operators
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 10, Issue 4
Abstract
Let M be a von Neumann algebra without central summands of type I . We are studying conditions that an additive map L on the algebra of locally measurable operators has the standard form, that is equal to the sum of an additive derivation and an additive center-valued trace.
Authors and Affiliations
Ilhom Juraev, Jaafar Gaber
Keywords
Related Articles
- EP ID EP651560
- DOI 10.24297/jam.v10i4.1241
- Views 122
- Downloads 0
The role of the martingales in the stochastic models
The stochastic model is one of the most efficient models in the stock price modeling. The martingales have the important role in this the stochastic models.The martingale theory is used for calculating the probability of...
Oscillation of third order Impulsive Differential Equations with delay
This paper deals with the oscillation of third order impulsive differential equations with delay. The results of this paper improve and extend some results for the differential equations without impulses. Some examp...
The Angle Trisection Solution (A Compass-Straightedge (Ruler) Construction)
This paper is devoted to exposition of a provable classical solution for the ancient Greeks classical geometric problem of angle trisection [3]. (Pierre Laurent Wantzel, 1837),presented an algebraic proof based on ideas...
Results on Permutation Labeling of Graphs
A (p.q) -graph is said to be permutation graph if there exists a bijective function, f : V(G)--> {1,2,...p} In this paper, we investigate the permutation labeling for generalized prism and anti prism, gri...
MODELLING NIGERIA POPULATION GROWTH RATE
Thomas Robert Malthus Theory of population highlighted the potential dangers of over population. He stated that while the populations of the world wouldincrease in geometric proportions, the food resources available for...