1 Proof by Contradiction - Stony Brook Mathematics
... show that we can write arbitrary sums without parentheses (a priori the associativity axiom only tells us this for sums of 3 terms). The reader is invited to revisit that proof. We now prove Theorem 4, that one of the players in Chomp has a winning strategy. To this end we define a valid Chomp posit ...
... show that we can write arbitrary sums without parentheses (a priori the associativity axiom only tells us this for sums of 3 terms). The reader is invited to revisit that proof. We now prove Theorem 4, that one of the players in Chomp has a winning strategy. To this end we define a valid Chomp posit ...
Slides
... A Turing machine is a mathematical model for computation It consists of a head, an infinitely long tape, a set of possible states, and an alphabet of characters that can be written on the tape A list of rules saying what it should write and should it move left or right given the current symbol and s ...
... A Turing machine is a mathematical model for computation It consists of a head, an infinitely long tape, a set of possible states, and an alphabet of characters that can be written on the tape A list of rules saying what it should write and should it move left or right given the current symbol and s ...
The Logic of Conditionals
... So, once you see that Q is not a tautological consequence of P1,…,Pn, you can be sure that there is no way to FT-prove Q from P1,…,Pn. ...
... So, once you see that Q is not a tautological consequence of P1,…,Pn, you can be sure that there is no way to FT-prove Q from P1,…,Pn. ...
