1. The Newton polygon is an effective device for understanding the leading terms 2. Note, I have assumed that you have divided the leading term out first. 3. Each entry contains the leading terms of the sequence, searchable by keyword and by subsequence. 4. The leading term is proportional to the chamber volume and to the third power of the frequency. 5. It is customary to factor out the leading term , so ? 0 is assumed to be 1. 6. Also, the leading term of a product of polynomials is the product of the leading terms of the factors. 7. Also, the leading term of a product of polynomials is the product of the leading terms of the factors. 8. Where the leading term is the customary vector dot product and the second term is called the wedge product. 9. Whose leading term is equal to that of f _ N; moreover, g \ in \ mathfrak b _ N. 10. The "'leading term "'of a polynomial is thus the term of the largest monomial ( for the chosen monomial ordering.
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