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Carmine Monetta

Università degli Studi di Napoli Federico II

Italy

Research Interests

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Professors in Italy

Articles (14)

Year:

2026

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2025

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2025

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2025

Year:

2025

The weak commutativity group χ ⁢ ( G ) \chi(G) is generated by two isomorphic groups 𝐺 and G φ G^{\varphi} subject to the relations [ g , g φ ] = 1 [g,g^{\varphi}]=1 for all g ∈ G g\in G . We present new bounds for the exponent of χ ⁢ ( G )</m

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2023

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2023

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2023

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2022

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2022

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2022

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2022

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2021

Year:

2020

Collaborators (2)

Víctor Sotomayor

Profesor Permanente Laboral

Universidad de Granada

SPAIN

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Mark L. Lewis

Professor

Kent State University

UNITED STATES

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Carmine Monetta

Research Interests

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Articles (14)

Finite groups in which almost all class sizes are prime numbers

ON NEIGHBOURHOODS IN THE ENHANCED POWER GRAPH ASSOCIATED WITH A FINITE GROUP

On ambivalent groups

Neighborhoods, connectivity, and diameter of the nilpotent graph of a finite group

Criteria for nilpotency of higher commutator subgroups

On weak commutativity in 𝑝-groups

A conjecture related to the nilpotency of groups with isomorphic non-commuting graphs

On the Solubilizer of an Element in a Finite Group

p-nilpotency criteria for some verbal subgroups

The exponent of the non‐abelian tensor square and related constructions of p‐groups

On some series of a group related to the non-abelian tensor square of groups

The Multiple Conjugacy Search Problem in Virtually Nilpotent Polycyclic Groups<sup>*</sup>

Boundedly finite conjugacy classes of tensors

Groups with some families of complemented subgroups

Collaborators (2)

Víctor Sotomayor

Mark L. Lewis

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