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This Concept Map, created with IHMC CmapTools, has information related to: complete induction, my friend Paula is nice therefore (ArgScheme: complete induction) all my friends are nice, x3 is A therefore (ArgScheme: complete induction) all x are A, x1 is A therefore (ArgScheme: complete induction) all x are A, x2 is A therefore (ArgScheme: complete induction) all x are A, my friend Paul is nice therefore (ArgScheme: complete induction) all my friends are nice, warrant (located in LAM under- neath the "therefore" defined as a proposition that justifies that a reason is sufficient to produce a certain conclusion; authorizes the step from a reason to a claim, my friend Posh is nice therefore (ArgScheme: complete induction) all my friends are nice, x1,2,3,4 is the complete set of all x therefore (ArgScheme: complete induction) all x are A, the second raven I saw was black therefore (ArgScheme: complete induction) all ravens are black, Logical argument schemes presented according to the conventions of Logical Argument Mapping (LAM), x4 is A therefore (ArgScheme: complete induction) all x are A, Paul, Peter, Paula, and Posh is the complete set of all my friends therefore (ArgScheme: complete induction) all my friends are nice, what is true for x1,2,3,4 is true for all x therefore (ArgScheme: complete induction) all x are A, x1 is A therefore (ArgScheme: complete induction) all x are A, the first raven I saw was black therefore (ArgScheme: complete induction) all ravens are black, what is true for the four ravens I saw is true for all ravens therefore (ArgScheme: complete induction) all ravens are black, the fourth raven I saw was black therefore (ArgScheme: complete induction) all ravens are black, x3 is A therefore (ArgScheme: complete induction) all x are A, x4 is A therefore (ArgScheme: complete induction) all x are A, x2 is A therefore (ArgScheme: complete induction) all x are A