Let R be a Noetherian ring of positive characteristic p. For every ideal a in R, and for every
ideal J whose radical contains a, one can define asymptotic invariants that measure the …

Let R be a Noetherian ring of positive characteristic p. For every ideal a in R, and for every
ideal J whose radical contains a, one can define asymptotic invariants that measure the …

The F-threshold $ c^ J (\a) $ of an ideal $\a $ with respect to the ideal $ J $ is a positive
characteristic invariant obtained by comparing the powers of $\a $ with the Frobenius …

The F-threshold $ c^ J (\a) $ of an ideal $\a $ with respect to the ideal $ J $ is a positive
characteristic invariant obtained by comparing the powers of $\a $ with the Frobenius …

F-Thresholds, tight closure, integral closure, and multiplicity bounds | CiNii Research CiNii
国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 論文・データを …

Let R be a Noetherian ring of positive characteristic p. For every ideal a in R, and for every
ideal J whose radical contains a, one can define asymptotic invariants that measure the …

The F-threshold cJ (a) of an ideal a with respect to the ideal J is a positive characteristic
invariant obtained by comparing the powers of a with the Frobenius powers of J. We show …

The F-threshold $ c^ J (\a) $ of an ideal $\a $ with respect to the ideal $ J $ is a positive
characteristic invariant obtained by comparing the powers of $\a $ with the Frobenius …

The F-threshold cJ (a) of an ideal a with respect to the ideal J is a positive characteristic
invariant obtained by comparing the powers of a with the Frobenius powers of J. We show …