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[Merged by Bors] - feat(order/ideal, order/pfilter, order/prime_ideal): added ideal_inter_nonempty
, proved that a maximal ideal is prime
#6924
Commits on Mar 12, 2021
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Merge branch 'prime_ideal' of github.com:leanprover-community/mathlib…
… into prime_ideal
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Merge branch 'prime_ideal' of github.com:leanprover-community/mathlib…
… into prime_ideal
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Commits on Mar 13, 2021
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Made the lattice instance of I more general.
To show that `ideal P` is a lattice, it now suffices to check that `P` has joins and that the intersection of any two ideals is nonempty. Also added an equivalent characteristic of the join ideal when `P` is a lattice.
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Merge branch 'prime_ideal' of github.com:leanprover-community/mathlib…
… into prime_ideal
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Update src/order/prime_ideal.lean
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Update src/order/prime_ideal.lean
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Update src/order/prime_ideal.lean
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Update src/order/prime_ideal.lean
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Update src/order/prime_ideal.lean
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Apply suggestions from code review
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