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