Peter Jones writes:

> > > > But the important point is that the temporal sequence does not itself 
> > > > make a difference
> > > > to subjective experience.
> > >
> > > We don't actually know that it is possible that
> > > there might be some flicker effect.
> >
> > Not necessarily. I'm suggesting that the actual physical events are 
> > *exactly* the same,
> > just their order is different. If the world were created 5 minutes ago, 
> > complete with
> > fossils, ruins, false memories etc., you could not be aware of this on the 
> > basis of any
> > observation - by definition, otherwise the illusion would not be perfect. 
> > This is of course
> > no reason to believe that the world was created 5 minutes ago; but it does 
> > mean that
> > the absence of a sensation of having just flickered into existence is no 
> > evidence *against*
> > this theory.
> 
> My original point stands. There is no evidence *for* the theory. If
> the present
> state is determined by more than a 0-width time slice preceding it,
> then
> a physical process cannot be arbitrarily sliced up.

Your original point was that the continuous flow of consciousness is evidence 
against a block 
universe. It is not, whether the time slices are of finite or infinitesimal 
duration. I'm not sure 
what you mean by the last sentence either: are you suggesting that time is 
quantised rather 
than continuous, and if so how is that evidence against a block universe? 

> Computationalism does not help, because computationalism requries
> counterfactuals.

I don't see why it does, or why it makes any difference to the present question 
if it does.
 
> > > > Would you say that it is in theory possible for the subjective
> > > > passage of time to be as we know it if the blocks were not 
> > > > infinitesimal, but lasted for
> > > > a second, so that the whole ensemble of blocks lasted for a second?
> > >
> > > There is still duration within blocks
> >
> > Yes, and...
> >
> > > >  Then what if you
> > > > make the blocks shorter in duration and larger in number, progressively 
> > > > down to
> > > > infinitely many blocks of infinitesimal duration: is there room for 
> > > > dynamism in an
> > > > infenitesimal interval?
> > >
> > > There are such things as infintiessimal velocities...
> >
> > So if there is room for movement in infinitesimal intervals (or through 
> > combination of
> > infinitesimal intervals) in a linear theory of time, why not with a block 
> > universe?
> 
> A block universe with movement is just as dynamic universe
> (specifically,
> a growing universe).

The effect of movement would be the same in a block universe as in a linear 
universe. If time 
is discrete then in a linear universe movement is the result of a series of 
static frames of finite 
duration, like the frames in a film. If time is continuous then in a linear 
universe movement is the 
result of a series of static frames of infinitesimal duration. There is no room 
for movement within 
a frame in either case - that is what defines it as a frame - but the series of 
frames creates the 
effect of movement.

Stathis Papaioannou

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