I will argue that we can only be infallible about the existence of a necessary being.
For if the being were contingent theres a possible world - perfectly consistent with this one - in which we believe we know it to exist or to be real, but the actual scenario is that we do not so know it.
Take a chair, it may be a dream chair etc. Or a reflection in a hall of mirrors. Or a hallucination.
So, if infalliblity is possible (i.e logically possible), then a necessary being must exist (according to the principles of this axiomatic system)?
Infallibility is possible, in this world, therefore an necessary being does exist.
Graph created here ( http://nces.ed.gov/nceskids/graphing/classic/line_chart.asp?temp=1979973 )
Or maybe its a binary graph like this:
Graph created here: http://nces.ed.gov/nceskids/graphing/classic/bar_pie_chart.asp?temp=2025099
And there is only contingency and uncertainty...?
For if the being were contingent theres a possible world - perfectly consistent with this one - in which we believe we know it to exist or to be real, but the actual scenario is that we do not so know it.
Take a chair, it may be a dream chair etc. Or a reflection in a hall of mirrors. Or a hallucination.
So, if infalliblity is possible (i.e logically possible), then a necessary being must exist (according to the principles of this axiomatic system)?
Infallibility is possible, in this world, therefore an necessary being does exist.
Graph created here ( http://nces.ed.gov/nceskids/graphing/classic/line_chart.asp?temp=1979973 )
Or maybe its a binary graph like this:
Graph created here: http://nces.ed.gov/nceskids/graphing/classic/bar_pie_chart.asp?temp=2025099
And there is only contingency and uncertainty...?
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