General results are provided on bounding the number of different prime factors of the order of finite groups in terms of the number for the order of elements.Mathematics, AppliedMathematicsSCI(E)0ARTICLE139-4412
The second and third authors were partially supported by the Spanish Min-isterio de Educación y Cie...
Abstract. For any group G, pie(G) denotes the set of orders of its elements. If Ω is a non-empty sub...
Abstract. In this paper we classify the finite groups satisfying the following property P3: every th...
In this paper we proposed two formulae to calculate the number of elements of prime order of a finit...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group and $\psi _*(G)$ denote the sum of prime element orders of G. This paper pre...
In this article we introduce and study two classes of finite groups for which the orders of their su...
Let $G$ be a finite group of order $n$, and denote by $\rho(G)$ the product of element orders of $G$...
In this article, we introduce and study two classes of finite groups for which the orders of their s...
In this article, we introduce and study two classes of finite groups for which the orders of their s...
This is the first of three volumes on finite p-group theory. It presents the state of the art and in...
The second and third authors were partially supported by the Spanish Min-isterio de Educación y Cie...
Abstract. For any group G, pie(G) denotes the set of orders of its elements. If Ω is a non-empty sub...
Abstract. In this paper we classify the finite groups satisfying the following property P3: every th...
In this paper we proposed two formulae to calculate the number of elements of prime order of a finit...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group. The function ω()={() : ∈} assigns to G the set of orders of all elements...
Let G be a finite group and $\psi _*(G)$ denote the sum of prime element orders of G. This paper pre...
In this article we introduce and study two classes of finite groups for which the orders of their su...
Let $G$ be a finite group of order $n$, and denote by $\rho(G)$ the product of element orders of $G$...
In this article, we introduce and study two classes of finite groups for which the orders of their s...
In this article, we introduce and study two classes of finite groups for which the orders of their s...
This is the first of three volumes on finite p-group theory. It presents the state of the art and in...
The second and third authors were partially supported by the Spanish Min-isterio de Educación y Cie...
Abstract. For any group G, pie(G) denotes the set of orders of its elements. If Ω is a non-empty sub...
Abstract. In this paper we classify the finite groups satisfying the following property P3: every th...
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