ABBADINI, Marco
ABBADINI, Marco
Dipartimento di Matematica/DIPMAT
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Risultati 1 - 8 di 8 (tempo di esecuzione: 0.012 secondi).
A finite axiomatization of positive MV-algebras
2022-01-01 Abbadini, Marco; Jipsen, Peter; Kroupa, Tomas; Vannucci, Sara
Are locally finite MV-algebras a variety?
2021-01-01 Abbadini, M.; Spada, L.
Dedekind σ-complete ℓ-groups and Riesz spaces as varieties
2020-01-01 Abbadini, M.
Equivalence {`a} la mundici for commutative lattice-ordered monoids
2021-01-01 Abbadini, M.
On the Axiomatisability of the Dual of Compact Ordered Spaces
2020-01-01 Abbadini, M.; Reggio, L.
Operations that preserve integrability, and truncated Riesz spaces
2020-01-01 Abbadini, M.
THE DUAL OF COMPACT ORDERED SPACES IS A VARIETY
2019-01-01 Abbadini, M.
Unification in L ukasiewicz Logic with a Finite Number of Variables
2020-01-01 Abbadini, Marco; DI STEFANO, Federica; Spada, Luca
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| A finite axiomatization of positive MV-algebras | 1-gen-2022 | Abbadini, Marco; Jipsen, Peter; Kroupa, Tomas; Vannucci, Sara | |
| Are locally finite MV-algebras a variety? | 1-gen-2021 | Abbadini, M.; Spada, L. | |
| Dedekind σ-complete ℓ-groups and Riesz spaces as varieties | 1-gen-2020 | Abbadini, M. | |
| Equivalence {`a} la mundici for commutative lattice-ordered monoids | 1-gen-2021 | Abbadini, M. | |
| On the Axiomatisability of the Dual of Compact Ordered Spaces | 1-gen-2020 | Abbadini, M.; Reggio, L. | |
| Operations that preserve integrability, and truncated Riesz spaces | 1-gen-2020 | Abbadini, M. | |
| THE DUAL OF COMPACT ORDERED SPACES IS A VARIETY | 1-gen-2019 | Abbadini, M. | |
| Unification in L ukasiewicz Logic with a Finite Number of Variables | 1-gen-2020 | Abbadini, Marco; DI STEFANO, Federica; Spada, Luca |