summary:For sequences of rational functions, analytic in some domain, a theorem of Montel’s type is proved. As an application, sequences of rational functions of the best $L_p$-approximation with an unbounded number of finite poles are considered
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
AbstractThe following de Montessus-type theorem for Carathéodory—Fejér (CF) approximants is proven: ...
summary:For sequences of rational functions, analytic in some domain, a theorem of Montel’s type is ...
AbstractFor sequences of rational functions, analytic in some domain, a theorem of Montel's type is ...
summary:For sequences of rational functions, analytic in some domain, a theorem of Montel’s type is ...
AbstractFor sequences of rational functions, analytic in some domain, a theorem of Montel's type is ...
[Gonska Heinz H.; Гонска Хайнц Х.]; [Kovacheva Ralitza K.; Ковачева Ралица К.]In the present paper, ...
In the present paper, we consider families of rational approximants with an unbounded number of the ...
AbstractThe rate of the best rational approximation and interpolation of a meromorphic function on a...
AbstractGiven any meromorphic function f, let E be a compact subset of C not containing any poles of...
AbstractLet f be meromorphic in the plane and analytic at 0. Then its diagonal sequence {[n/n]}∞n = ...
AbstractA relation between the degree of convergence (in capacity) of Padé approximants and the degr...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
AbstractThe following de Montessus-type theorem for Carathéodory—Fejér (CF) approximants is proven: ...
summary:For sequences of rational functions, analytic in some domain, a theorem of Montel’s type is ...
AbstractFor sequences of rational functions, analytic in some domain, a theorem of Montel's type is ...
summary:For sequences of rational functions, analytic in some domain, a theorem of Montel’s type is ...
AbstractFor sequences of rational functions, analytic in some domain, a theorem of Montel's type is ...
[Gonska Heinz H.; Гонска Хайнц Х.]; [Kovacheva Ralitza K.; Ковачева Ралица К.]In the present paper, ...
In the present paper, we consider families of rational approximants with an unbounded number of the ...
AbstractThe rate of the best rational approximation and interpolation of a meromorphic function on a...
AbstractGiven any meromorphic function f, let E be a compact subset of C not containing any poles of...
AbstractLet f be meromorphic in the plane and analytic at 0. Then its diagonal sequence {[n/n]}∞n = ...
AbstractA relation between the degree of convergence (in capacity) of Padé approximants and the degr...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
Making use of the Hardy-Littlewood maximal function, we give a new proof of the following theorem of...
AbstractThe following de Montessus-type theorem for Carathéodory—Fejér (CF) approximants is proven: ...
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