MathDBThe general ideal-lattice formula for commutative rings
The general ideal-lattice formula for commutative rings
The paper considers the ideal-theoretic identities established above for a commutative ring and natural number . General ideal-lattice formula conjecture. The theorem above holds for all natural numbers . This conjecture proposes that the formula, verified in the preceding cases—including one checked by computer—extends to every natural number.
Sources & referencesView supporting material
Primary source
Takashi Aoki, Shuzo Izumi, Yasuo Ohno and Manabu Ozaki, “A formula for ideal lattices of general commutative rings”, arXiv:math/0601377 (2006).
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