Corrigendum to Banach synaptic algebras

Author:

Pulmannová Sylvia

Publisher

Springer Science and Business Media LLC

Subject

Physics and Astronomy (miscellaneous),General Mathematics

Reference13 articles.

1. Ayupov, S. h., Arzikulov, F.: Reversible AJW-algebras. arXiv: 1505.02395v1 [math.OA] 10 May 2015. Vladikavkazskij Matematiceskij Zhurnal 3, 18 (2016)

2. Arzikulov, F. N.: On abstract JW-algebras. Sibirskij matematič,eskij žurnal 39, 20–27 (1998). (in Russian)

3. Alfsen, E., Schulz, F., Størmer, E.: A Gelfand-Neumark theorem for Jordan algebras. Adv. Math. 28, 11–56 (1978)

4. Berberian, S.K.: Baer*-rings. Springer-Verlag, Berlin-Heidelbegr-New York (1972)

5. Effros, E.G., Størmer, E.: Positive projections and Jordan structure in operator algrbras. Math. Scand. 45, 127–138 (1979)

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1. Observables on synaptic algebras;Fuzzy Sets and Systems;2021-02

2. Synaptic Algebras as Models for Quantum Mechanics;International Journal of Theoretical Physics;2019-02-21

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