Combinatorial Theory of Possibility

==About the Title==
The title is actually a kind of misnomer, a reference to a book by David Armstrong which does not demonstrate a thesis.
However, the content attempts to demonstrate what was not achieved in that book.
==Intellectual Combinations==
1. Category, 2. Extension and Scale, 3. Sets, 4. Permutation,
5. Paradox and Contradiction, 6. Positivism, Logical Proof, 7. Exponancy, Mathematics, 8. Input, Variablism,
9. Completeness, 10. Applied Knowledge and Exception, 11. Exemption, Virtualism, 12. Network, irrational relation
13. Being, subject, haecceity 14. Insistence, 15. Proneness, usefulness, context, 16. Literature, pragmatics
17. Stimulation, equity, 18. Experiment, Zone, 19. Hierarchy, Location, 20. Judgment, Advice
==Concerning the Above Combinations==
Combining the above elements results in a significant number of perspectives on the history of intellectualism, roughly from the earliest significant events, to the latest ones. For example, from 1 to 20 can be judged as the development from 'categories of category' to 'advice about advice'.
==How to Develop Solutions Based on a Method==
The categories are organized to produce rational solutions to pre-existing methods. In this sense the permutations are propositions of exceptionism or incompleteness.
For example, a logical proof (6) of permutation (4) might be a mathematics (7) of contradiction (5).
Incrementing every element becomes an easy way to get results even with very complicated data.
==The History as It Stands Today==
Methods of philosophy, logic, and science have often gone no further than the following methods: [1] obviousness, [2] tentativeness, and [3] thoroughness.
Sources that have gone beyond this can be found in reference to coherent theory .
For that purpose, I recommend A Database of Philosophical Ideas .