Korean Journal of Mathematics
- Volume 10 Issue 1
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- Pages.67-74
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- 2002
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- 1976-8605(pISSN)
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- 2288-1433(eISSN)
ON THE RANKS OF SUBFORMS OF SOME LINEAR FORMS WHICH LEFT FROBENIUS NUMBERS INVARIANT
- Kim, Byeong Moon (Department of Mathematics, Kangnung National University)
- Received : 2002.02.06
- Published : 2002.02.28
Abstract
Suppose linear forms whose coefficients are arithmetic progressions are given. In this paper, we will find the upper and lower bounds of the minimal ranks of subforms of these forms which left the Frobenius numbers invariant. This is an improvement of Ritter's bounds.