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This Concept Map, created with IHMC CmapTools, has information related to: ArgSchemes Overview, if q then s therefore (ArgScheme: constructive dilemma) either s or r (but maybe both), Paul, Peter, Paula, and Posh is the complete set of all my friends therefore (ArgScheme: complete induction) all my friends are nice, John cannot be both a catholic priest and married therefore (ArgScheme: not-both syllogism) John is a catholic priest, the basic unit are propositions (i.e. statements that can be true or false) see also Deduction in categorical logic, John cannot be both a catholic priest and married therefore (ArgScheme: not-both syllogism) John is not married, either p or q, but not both therefore (ArgScheme: XOR syllogism) not q, if p then r therefore (ArgScheme: constructive dilemma) r, A believes that p is true therefore (ArgScheme: argument from perfect authority) p, either p or q therefore (ArgScheme: constructive dilemma) r, Peter goes to New York or to Chicago therefore (ArgScheme: XOR syllogism) Peter does not go to New York, A is able to say what he intends to say regarding p therefore (ArgScheme: argument from perfect authority) p, x is A therefore (ArgScheme: argument from perfect analogy) y is A, my friend Peter is nice therefore (ArgScheme: complete induction) all my friends are nice, whatever A says is true therefore (ArgScheme: argument from perfect authority) p, either Donna knew the infor- mation on her tax returns were wrong or she did not know therefore (ArgScheme: constructive dilemma) either Donna was lying, or she was negligent, the second raven I saw was black therefore (ArgScheme: complete induction) all ravens are black, not both p and q (but may be none of both) therefore (ArgScheme: not-both syllogism) not p, reason therefore claim, the first raven I saw was black therefore (ArgScheme: complete induction) all ravens are black, Joan does not row the boat therefore (ArgScheme: disjunctive syllogism) Ann rows the boat