Is God's foreknowledge compatible with human freedom? One of the most attractive attempts to reconcile the two is the Ockhamistic view, which subscribes not only to human freedom and divine omniscience, but retains our most fundamental intuitions concerning God and time: that the past is immutable, that God exists and acts in time, and that there is no backward causation. In order to achieve all that, Ockhamists distinguish ‘hard facts’ about the past which cannot possibly be altered from ‘soft facts’ (...) about the past which are alterable, and argue that God's prior beliefs about human actions are soft facts about the past. (shrink)

Rescher has presented a proof that a completed science is logically impossible; not every truth can be known. I show that the proof is valid only if it is read de re. One of its premises, however, is an obvious truth only on a de dicto reading; read de re it is false. What the proof shows, therefore, is that science has no limits and any true proposition can be known. We can, however, know it only in the meagre de (...) re, and not in the informationally rich de dicto, sense of 'know'. (shrink)

I believe that the world is a totality of things: there are no properties, or relations, or sets, or states of affairs, or facts, or events; there are only particular things. I also believe that all true statements can be expressed in a canonical language which includes names of things and logical terms only: there will be no predicates in this language. For what is a predicate? Some say that predicates are names of universals which individual things exemplify, or names (...) of sets of which individual things are members. If this is so, it is obvious that a nominalist's canonical language cannot have any predicates. Others say that predicates name nothing, but are satisfied by particular things. What, however, is satisfaction, and how is it different from naming? Semantic relations such as satisfaction, we are told, are not ‘in’ the world. But then a nominalist has no use for them. (shrink)