Almost free groups and Ehrenfeucht–Fraı̈ssé games for successors of singular cardinals

Almost free groups and long Ehrenfeucht–

Almost free groups and long Ehrenfeucht–Fraı̈ssé games

✍ Pauli Väisänen 📂 Article 📅 2003 🏛 Elsevier Science 🌐 English ⚖ 357 KB

An Abelian group G is strongly -free i G is L ∞; -equivalent to a free Abelian group i the isomorphism player has a winning strategy in an Ehrenfeucht-Fra ssÃ e game of length ! between G and a free Abelian group. We study possible longer Ehrenfeucht-Fra ssÃ e games between a nonfree group and a fre

Almost free groups and Ehrenfeucht–Fraı&#x0308;ssé games for successors of singular cardinals

Almost free groups and Ehrenfeucht–Fraı̈ssé games for successors of singular cardinals