¶ Generalizations: First Degree
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Index Entry
Generalizations: First Degree:
“What I have done for you in differentiating out these behaviors and finding always and only coexistings, is what we call a first-degree generalization. … Insideness and outsideness. … Concave and convex. … Action and reaction … . proton and neutron. … Tension and compression. Those are all first degrees.”
¶ Citations
- RBF at Students International Meditation Seminar, U. Mass., Amherst, 22 July '71, p. 10
