AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions are determined, under which the matrix is similar to a companion or diagonal matrices
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
Whether restaurant eating utensils serve as vectors in the transmission of respiratory and related d...
AbstractIn a previous paper we characterized unilevel block α-circulants A=[As-αr]r,s=0n-1, Am∈Cd1×d...
AbstractWe say that a matrix R∈Cn×n is k-involutory if its minimal polynomial is xk-1 for some k⩾2, ...
AbstractUsing variational minimization methods, we prove the existence of one noncollision periodic ...
AbstractLet A and B be two n×n matrices with spectra λ(A)={λ1,…,λn} and λ(B)={μ1,…,μn}. Suppose that...
A Report Presented to the Faculty of the Graduate School, The University of Minnesota, by Robert R. ...
AbstractWe consider the boundary value problem (ϕp(u′))′+λF(t,u)=0, with p>1, t∈(0,1), u(0)=u(1)=0, ...
AbstractLet E be an order continuous Köthe function space (or an order continuous Banach lattice) an...
AbstractWe evaluate some determinants related to Brioschi’s extension of the classical double altern...
AbstractWe consider the function f(t) defined byf(t)=tlogt−t+1log2t.Firstly we shall show direct and...
In this paper sufficient conditions for a matrix M = (mnk ) (mnk are Cesàro numbers As n‐k, s ∈ C if...
There are a lot of factors determining our process of defining and describing the nature. Our concep...
Work in optical trapping in 'thick films' is described to form a design guide for photovoltaic engin...
TAVŞANLARDA FARKLI İNTRAUTERİN BÖLGELERDEKİ FETO-PLASENTAL DOKULARIN ULTRASONOGRAFİK MUAYENELER İLE ...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
Whether restaurant eating utensils serve as vectors in the transmission of respiratory and related d...
AbstractIn a previous paper we characterized unilevel block α-circulants A=[As-αr]r,s=0n-1, Am∈Cd1×d...
AbstractWe say that a matrix R∈Cn×n is k-involutory if its minimal polynomial is xk-1 for some k⩾2, ...
AbstractUsing variational minimization methods, we prove the existence of one noncollision periodic ...
AbstractLet A and B be two n×n matrices with spectra λ(A)={λ1,…,λn} and λ(B)={μ1,…,μn}. Suppose that...
A Report Presented to the Faculty of the Graduate School, The University of Minnesota, by Robert R. ...
AbstractWe consider the boundary value problem (ϕp(u′))′+λF(t,u)=0, with p>1, t∈(0,1), u(0)=u(1)=0, ...
AbstractLet E be an order continuous Köthe function space (or an order continuous Banach lattice) an...
AbstractWe evaluate some determinants related to Brioschi’s extension of the classical double altern...
AbstractWe consider the function f(t) defined byf(t)=tlogt−t+1log2t.Firstly we shall show direct and...
In this paper sufficient conditions for a matrix M = (mnk ) (mnk are Cesàro numbers As n‐k, s ∈ C if...
There are a lot of factors determining our process of defining and describing the nature. Our concep...
Work in optical trapping in 'thick films' is described to form a design guide for photovoltaic engin...
TAVŞANLARDA FARKLI İNTRAUTERİN BÖLGELERDEKİ FETO-PLASENTAL DOKULARIN ULTRASONOGRAFİK MUAYENELER İLE ...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
Whether restaurant eating utensils serve as vectors in the transmission of respiratory and related d...
AbstractIn a previous paper we characterized unilevel block α-circulants A=[As-αr]r,s=0n-1, Am∈Cd1×d...
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