对映图的扩张部分等距
Extending partial isometries of antipodal graphs
摘要：
我们证明EPPA（部分自同构的扩展属性）的所有对映类从Cherlin的度量齐次图的列表，从而回答了一个问题的Aranda等人。本文应被视为第一个应用程序的一个新的一般方法证明EPPA可以绕过缺乏自同构保持完成。它是通过结合最近加强Herwig-Lascar定理的Hubička，Nešetzil和作者的想法，EPPA证明两个图埃文斯等人。
英文摘要：
We prove EPPA (extension property for partial automorphisms) for all antipodal classes from Cherlin's list of metrically homogeneous graphs, thereby answering a question of Aranda et al. This paper should be seen as the first application of a new general method for proving EPPA which can bypass the lack of an automorphism-preserving completion. It is done by combining the recent strengthening of the Herwig--Lascar theorem by Hubička, Nešetřil and the author with the ideas of the proof of EPPA for two-graphs by Evans et al.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
