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This is an creation to the philosophy of a Christian philosopher of the twentieth century. the writer pursues his thesis via arithmetic, empirical technological know-how, good judgment, intensity psychology and social conception, into metaphysics, ethics and normal theology.
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Extra resources for An Introduction to the Philosophy of Bernard Lonergan
Of course, this invariance is relative to the degree that our Scientific Insight 33 analysis of empirical method may be revised in detail. 21 What kind of a universe is it, to revert to our question, in which classical and statistical laws both have application? Let us introduce the notion of a scheme of recurrence. From an abstract point of view, a scheme of recurrence is a combination of classical laws; concretely, schemes of recurrence begin, continue, and cease to function according to statistical probabilities.
First, the events studied by the latter group of sciences recur not in single schemes, but in flexible circles of ranges of schemes; and secondly, because these sciences are concerned with development - the performance of masses and electric charges, as opposed to that of animals and men, not being a function of age. ' There follows from this the outstanding difference between classical and genetic 42 Introduction to the Philosophy of Bernard Lonergan method. 'Classical method is concerned to reduce regular events to laws.
If you have a set of events A, B, and C, such that, if any one of them occurs, the others will occur as well (as in the case of a scheme of recurrence), the probability of the scheme will then be the sum of that of its constituent events. The probability of its survival is the probability of the non-occurrence of any of the events which would disrupt it. 24 What is probable, sooner or later occurs; when it occurs, probability of occurrence is replaced by probability of survival; and as long as the scheme survives, it fulfils conditions for the possibility of later schemes.