Richard Swinburne

Arguments move from premises to conclusions. The premises state things taken temporally for granted; if the argument works, the premises provide grounds for affirming the conclusion. A valid deductive argument is one in which the premises necessitate, that is, entail, the conclusion. What I shall call a ‘correct’ inductive argument is one in which the premises in some degree probabilify the conclusion, but do not necessitate it. More precisely, in what I shall call a correct P-inductive argument the premises make the conclusion probable ; in what I shall call a correct C-inductive argument, the premises add to the probability of the conclusion. Arguments only show their conclusions to be true if they start from true premises; arguments of the above types which work and do start from such premises I will call sound arguments. Arguments are only of use to show to an individual that the conclusion is true if he already knows the premises to be true. Most of what I shall have to say today concerns arguments with respect to which there is no doubt that the premises are true.

On what grounds will the rational man become a Christian? It is often assumed by many, especially non-Christians, that he will become a Christian if and only if he judges that the evidence available to him shows that it is more likely than not that the Christian theological system is true, that, in mathematical terms, on the evidence available to him, the probability of its truth is greater than half. It is the purpose of this paper to investigate whether or not this is a necessary and sufficient condition for the rational man to adopt Christianity

Arguments move from premises to conclusions. The premises state things taken temporally for granted; if the argument works, the premises provide grounds for affirming the conclusion. A valid deductive argument is one in which the premises necessitate, that is, entail, the conclusion. What I shall call a ‘correct’ inductive argument is one in which the premises in some degree probabilify the conclusion, but do not necessitate it. More precisely, in what I shall call a correct P-inductive argument the premises make the conclusion probable ; in what I shall call a correct C-inductive argument, the premises add to the probability of the conclusion. Arguments only show their conclusions to be true if they start from true premises; arguments of the above types which work and do start from such premises I will call sound arguments. Arguments are only of use to show to an individual that the conclusion is true if he already knows the premises to be true. Most of what I shall have to say today concerns arguments with respect to which there is no doubt that the premises are true.

CAN A COHERENT ACCOUNT BE PROVIDED OF WHAT IT IS FOR A BEING TO BE OMNIPOTENT, WHICH BRINGS OUT WHAT THEISTS HAVE WANTED TO SAY WHEN THEY CLAIM THAT GOD IS OMNIPOTENT? IT IS ARGUED THAT IT CAN. A BEING S IS SAID TO BE OMNIPOTENT AT A TIME T IF FOR ANY LOGICALLY CONTINGENT STATE OF AFFAIRS X AFTER T, SUCH THAT THE OCCURRENCE OF X AFTER T DOES NOT ENTAIL THAT S DID NOT BRING ABOUT X AT T, S IS ABLE AT T TO BRING ABOUT X. THIS ACCOUNT IS IMMUNE TO DIFFICULTIES SUCH AS THOSE OFFERED BY THE PARADOX OF THE STONE.