Hopfian And Co-Hopfian Subsemigroups And Extensions von Cain, Alan J., Maltcev, Victor

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Finite semigroups embed in finitely presented congruence-free monoids von Maltcev, Victor

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A countable series of bisimple -trivial finitely presented congruence-free monoids von Maltcev, Victor

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A countable series of bisimple $\mathcal{H}$ -trivial finitely presented congruence-free monoids von Maltcev, Victor

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GROWTHS OF ENDOMORPHISMS OF FINITELY GENERATED SEMIGROUPS von CAIN, ALAN J., MALTCEV, VICTOR

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A simple non-bisimple congruence-free finitely presented monoid von Cain, Alan J., Maltcev, Victor

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L- and R-Cross-Sections in the Brauer Semigroup von Kudryavtseva, Ganna, Maltcev, Victor, Mazorchuk, Volodymyr

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Finitely presented monoids with linear Dehn function need not have regular cross-sections von Cain, Alan J., Maltcev, Victor

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Ends for subsemigroups of finite index von Kilibarda, Vesna, Maltcev, Victor, Craik, Simon

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Two generalisations of the symmetric inverse semigroups von KUDRYAVTSEVA, GANNA, MALTCEV, VICTOR

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A countable family of finitely presented infinite congruence-free monoids von Al-Kharousi, Fatma, Cain, Alan J., Maltcev, Victor, Umar, Abdullahi

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The decision to perform Caesarean section in Russia von Danishevski, Kirill, Mckee, Martin, Sassi, Franco, Maltcev, Victor

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Monoids \(\mathrm{Mon}\langle a,b:a^{\alpha}b^{\beta}a^{\gamma}b^{\delta}a^{\varepsilon}b^{\varphi}=b\rangle\) admit finite complete rewriting systems von Cain, Alan, Maltcev, Victor

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Automorphisms of partial endomorphism semigroups von ARAUJO, JOAO, FERNANDES, VITOR. H., JESUS, MANUEL M., MALTCEV, VICTOR, MITCHELL, JAMES D.

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On representations of variants of semigroups von Kudryavtseva, Ganna, Maltcev, Victor

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A countable series of bisimple $\mathcal{H}$-trivial finitely presented congruence-free monoids von Maltcev, Victor

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Finite semigroups embed in finitely presented congruence-free monoids von Maltcev, Victor

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Two applications of monoid actions to cross-sections von Brough, Tara, Cain, Alan J, Maltcev, Victor

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On hopfian cofinite subsemigroups von Maltcev, Victor, Ruskuc, N

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Monoids $\mathrm{Mon}\langle a,b:a^{\alpha}b^{\beta}a^{\gamma}b^{\delta}a^{\varepsilon}b^{\varphi}=b\rangle$ admit finite complete rewriting systems von Cain, Alan, Maltcev, Victor

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