Suslin tree

Known as: Souslin tree

In mathematics, a Suslin tree is a tree of height ω1 such thatevery branch and every antichain is at most countable. They are named after Mikhail…

Papers overview

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2018

In this article, a generalized geometry of Goncharov's complex and the Grassmannian complex will be proposed. First, all new…

2017

The category of effective Grothendieck-Witt-motives $\mathbf{DM}^{GW}_{\mathrm{eff},-}(k)$ (and Witt-motives $\mathbf{DM}^W_…

2016

An $\aleph_1$-Souslin tree is a complicated combinatorial object whose existence cannot be decided on the grounds of ZFC alone…

2015

. The completion of a Suslin tree is shown to be a consistent example of a Corson compact L-space when endowed with the coarse…

2012

2009

Using the variety of infinitesimal one-parameter subgroups introduced in [55, 56] by Suslin-Friedlander-Bendel, we define a…

2008

We introduce a generalization of a Dowker space constructed from a Suslin tree by Mary Ellen Rudin, and the rectangle rening…

2008

Part I. Games and Scales: 1. Games and scales Introduction to Part I John R. Steel 2. Notes on the theory of scales Alexander S…

2001

1986

New examples of noncrossed product division algebras are obtained, using methods different from all previous noncrossed product…