Obituary: Francesco de Giovanni (1955--2024)

Cites Work

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Groups whose subgroups of infinite rank are closed in the profinite topology
Groups whose proper subgroups of infinite rank have a transitive normality relation.
Groups of infinite rank with a locally finite term in the lower central series.
On trifactorized soluble groups of finite rank
Uncountable groups with restrictions on subgroups of large cardinality.
The Schur property for subgroup lattices of groups.
On torsion in groups whose automorphism groups have finite rank
Groups with an FC-nilpotent triple factorization
On the Fitting length of a soluble product of nilpotent groups
Periodic groups with nearly modular subgroup lattice
Large characteristic subgroups with modular subgroup lattice
The class of minimax groups is countably recognizable
Countable recognizability and nilpotency properties of groups
Permutability in uncountable groups
Modular chains in infinite groups
Groups whose proper subgroups are linear
Groups satisfying the minimal condition on subgroups which are not transitively normal
Linear groups with restricted conjugacy classes
Large characteristic subgroups with restricted conjugacy classes
Countable recognizability and residual properties of groups
A note on groups of infinite rank with modular subgroup lattice.
A note on uncountable groups with modular subgroup lattice
On products of locally polycyclic groups
Subnormality in linear groups
Groups with nearly modular subgroup lattice
Groups with minimax commutator subgroup.
Infinite minimal non-hypercyclic groups
A NOTE ON GROUPS WHOSE PROPER LARGE SUBGROUPS HAVE A TRANSITIVE NORMALITY RELATION
Detecting the index of a subgroup in the subgroup lattice
Rank formulae for factorized groups
Isomorfismi tra reticoli di sottogruppi normali di gruppi nilpotenti senza torsione
Nilpotent-by-Noetherian Factorized Groups
Groups with metamodular subgroup lattice
NILPOTENCY IN UNCOUNTABLE GROUPS
Groups whose proper subgroups have restricted infinite conjugacy classes
Uncountable groups in which normality is a transitive relation
Groups whose subnormal subgroups have finite normal oscillation
The Upper And Lower Central Series In Linear Groups
Linear groups whose proper subgroups are close to being nilpotent
Groups Whose Proper Subgroups of Infinite Rank Have Polycyclic Conjugacy Classes
GROUPS WHOSE PROPER SUBGROUPS OF INFINITE RANK HAVE FINITE CONJUGACY CLASSES
GROUPS OF INFINITE RANK IN WHICH NORMALITY IS A TRANSITIVE RELATION
On products of nilpotent groups
Groups with almost modular subgroup lattice
Hall classes in linear groups
Hall classes of groups
Hall classes of groups with a locally finite obstruction

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