5. Group Actions and Group Constructions 5.1 Group actions DeÞnitions and results A group G acts on a set X if there is a map G × X → X, (g, x) → gx satisfying: g(hx) = (gh)x
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5. Group Actions and Group Constructions 5.1 Group actions DeÞnitions and results A group G acts on a set X if there is a map G × X → X, (g, x) → gx satisfying: g(hx) = (gh)x