Mageia 9 for aarch64 : / usr /lib64 /ocaml /coq /theories /setoid /ring

• .coq-native
• Algebra_syntax.glob
• Algebra_syntax.v
• Algebra_syntax.vo
• Algebra_syntax.vos
• ArithRing.glob
• ArithRing.v
• ArithRing.vo
• ArithRing.vos
• BinList.glob
• BinList.v
• BinList.vo
• BinList.vos
• Cring.glob
• Cring.v
• Cring.vo
• Cring.vos
• Field.glob
• Field.v
• Field.vo
• Field.vos
• Field_tac.glob
• Field_tac.v
• Field_tac.vo
• Field_tac.vos
• Field_theory.glob
• Field_theory.v
• Field_theory.vo
• Field_theory.vos
• InitialRing.glob
• InitialRing.v
• InitialRing.vo
• InitialRing.vos
• Integral_domain.glob
• Integral_domain.v
• Integral_domain.vo
• Integral_domain.vos
• NArithRing.glob
• NArithRing.v
• NArithRing.vo
• NArithRing.vos
• Ncring.glob
• Ncring.v
• Ncring.vo
• Ncring.vos
• Ncring_initial.glob
• Ncring_initial.v
• Ncring_initial.vo
• Ncring_initial.vos
• Ncring_polynom.glob
• Ncring_polynom.v
• Ncring_polynom.vo
• Ncring_polynom.vos
• Ncring_tac.glob
• Ncring_tac.v
• Ncring_tac.vo
• Ncring_tac.vos
• RealField.glob
• RealField.v
• RealField.vo
• RealField.vos
• Ring.glob
• Ring.v
• Ring.vo
• Ring.vos
• Ring_base.glob
• Ring_base.v
• Ring_base.vo
• Ring_base.vos
• Ring_polynom.glob
• Ring_polynom.v
• Ring_polynom.vo
• Ring_polynom.vos
• Ring_tac.glob
• Ring_tac.v
• Ring_tac.vo
• Ring_tac.vos
• Ring_theory.glob
• Ring_theory.v
• Ring_theory.vo
• Ring_theory.vos
• Rings_Q.glob
• Rings_Q.v
• Rings_Q.vo
• Rings_Q.vos
• Rings_R.glob
• Rings_R.v
• Rings_R.vo
• Rings_R.vos
• Rings_Z.glob
• Rings_Z.v
• Rings_Z.vo
• Rings_Z.vos
• ZArithRing.glob
• ZArithRing.v
• ZArithRing.vo
• ZArithRing.vos

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Fabrice Bellet, Thu Feb 27 09:02:36 2025