In generalized Cohen-Macaulay local rings of prime characteristic p, Fte(R) ≤ ⌈log_p(2n0)⌉ + HSL(R), where n0 annihilates lower local cohomology modules.
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A sharp bound for the Frobenius test exponents in generalized Cohen-Macaulay local rings
In generalized Cohen-Macaulay local rings of prime characteristic p, Fte(R) ≤ ⌈log_p(2n0)⌉ + HSL(R), where n0 annihilates lower local cohomology modules.