¶ Generalization: Second Degree
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Index Entry
Generalization: Second Degree:
“It was a second-degree generalization to find the theory of functions embracing generalizations. Here is a generalization of x and y embracing a number of clearly differntiated yet nonetheless generalized principles.”
¶ Citations
- RBF at Students International Meditation Seminar, U. Mass., Amherst, 22 July '71, p. 10
