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Gutman A.E.
The Wickstead problem
6 publications, 1995–2008

Description of the vector lattices E for which all band-preserving operators TE → E are regular

1.
Gutman A.E.
Locally one-dimensional K-spaces and σ-distributive Boolean algebras //
Siberian Adv. Math. 1995. V. 5, N 1. P. 42–48.
2.
Gutman A.E.
Locally one-dimensional K-spaces and σ-distributive Boolean algebras [in Russian] //
Report abstract. Siberian Conference on Applied and Industrial Mathematics (Novosibirsk, July 25–29, 1994): Proceedings. Novosibirsk: IM SB RAS, 1997. V. 1. P. 103–108.
3.
Gutman A.E.
Locally one-dimensional K-spaces [in Russian] //
Proc. Acad. Sci. 1997. V. 353, N 5. P. 590–591.
Gutman A.E.
Locally one-dimensional complete vector lattices //
Doklady Math. 1997. V. 55, N 2. P. 240–241.
4.
Gutman A.E., Kusraev A.G., Kutateladze S.S.
The Wickstead problem.
Preprint. Vladikavkaz, 2007. 44 p. (IAMI VSC RAS; N 3)
5.
Gutman A.E., Kusraev A.G., Kutateladze S.S.
The Wickstead problem.
Electron. preprint. arXiv.org, 2007. 44 p. (arXiv:0712.2378 [math.FA])
6.
Gutman A.E., Kusraev A.G., Kutateladze S.S.
The Wickstead problem //
Sib. Electron. Math. Rep. 2008. V. 5. P. 293–333.
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The papers are presented here for academic purposes and are not intended for mass dissemination or copying. Last updated
June 10, 2020