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Buslaev, Viktor Ivanovich

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Author ID: buslaev.viktor-i Recent zbMATH articles by "Buslaev, Viktor Ivanovich"
Published as: Buslaev, V. I.; Buslaev, Viktor I.
External Links: Math-Net.Ru
Documents Indexed: 49 Publications since 1975

Publications by Year

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32 Publications have been cited 171 times in 73 Documents Cited by Year
Padé approximants, continued fractions, and orthogonal polynomials. Zbl 1242.41014
Aptekarev, A. I.; Buslaev, V. I.; Martínez-Finkelshtein, A.; Suetin, S. P.
18
2011
On equilibrium problems related to the distribution of zeros of the Hermite-Padé polynomials. Zbl 1335.31002
Buslaev, V. I.; Suetin, S. P.
12
2015
The Baker-Gammel-Wills conjecture in the theory of Padé approximants. Zbl 1063.41012
Buslaev, V. I.
12
2002
An analogue of Polya’s theorem for piecewise holomorphic functions. Zbl 1406.30010
Buslaev, V. I.
10
2015
On convergence of subsequences of the mth row of a Padé table. Zbl 0536.30005
Buslaev, V. I.; Gonchar, A. A.; Suetin, S. P.
10
1984
Method of interior variations and existence of \(S\)-compact sets. Zbl 1298.30028
Buslaev, V. I.; Martínez-Finkelshtein, A.; Suetin, S. P.
9
2012
An analog of Gonchar’s theorem for the \(m\)-point version of Leighton’s conjecture. Zbl 1367.30004
Buslaev, V. I.
7
2016
On the existence of compacta of minimal capacity in the theory of rational approximation of multi-valued analytic functions. Zbl 1347.41014
Buslaev, Viktor I.; Suetin, Sergey P.
7
2016
Capacity of a compact set in a logarithmic potential field. Zbl 1335.31001
Buslaev, V. I.
7
2015
Convergence of multipoint Padé approximants of piecewise analytic functions. Zbl 1276.41011
Buslaev, Viktor I.
7
2013
On Hankel determinants of functions given by their expansions in \(P\)-fractions. Zbl 1224.30012
Buslaev, V. I.
6
2010
On the convergence of continued T-fractions. Zbl 1011.30004
Buslaev, V. I.
6
2001
The capacity of the rational preimage of a compact set. Zbl 1368.31001
Buslaev, V. I.
5
2016
Convergence of \(m\)-point Padé approximants of a tuple of multivalued analytic functions. Zbl 1318.41010
Buslaev, V. I.
5
2015
On the convergence of the Rogers-Ramanujan continued fraction. Zbl 1067.30007
Buslaev, V. I.
5
2003
Simple counterexample to the Baker-Gammel-Wills conjecture. Zbl 1137.41320
Buslaev, V. I.
5
2001
An estimate of the capacity of singular sets of functions that are defined by continued fractions. Zbl 1289.30017
Buslaev, V. I.
4
2013
On the Van Vleck theorem for regular \(C\)-fractions with limit-periodic coefficients. Zbl 1023.30009
Buslaev, V. I.
4
2001
On singular points of meromorphic functions determined by continued fractions. Zbl 1400.30004
Buslaev, V. I.
3
2018
Existence of compact sets with minimum capacity in problems of rational approximation of multivalued analytic functions. Zbl 1290.31002
Buslaev, V. I.; Suetin, S. P.
3
2014
Poincaré theorem for difference equations. Zbl 1108.39015
Buslaev, V. I.; Buslaeva, S. F.
3
2005
Poincaré’s theorem and its applications to the convergence of continued fractions. Zbl 0936.39002
Buslaev, V. I.
3
1998
Relations for the coefficients, and singular points of a function. Zbl 0632.30038
Buslaev, V. I.
3
1988
Relations for coefficients and singular points of a function. Zbl 0618.30036
Buslaev, V. I.
3
1986
Schur’s criterion for formal power series. Zbl 07154829
Buslaev, V. I.
2
2019
Continued fractions with limit periodic coefficients. Zbl 1393.30005
Buslaev, Viktor I.
2
2018
On the Van Vleck theorem for limit-periodic continued fractions of general form. Zbl 1394.30001
Buslaev, V. I.
2
2017
An analogue of Fabry’s theorem for generalized Padé approximants. Zbl 1182.30058
Buslaev, V. I.
2
2009
On the Fabry ratio theorem for orthogonal series. Zbl 1351.30019
Buslaev, V. I.
2
2006
On the convergence of subsequences of the m-th row of the Padé table. Zbl 0524.30005
Buslaev, V. I.; Gonchar, A. A.; Suetin, S. P.
2
1983
On the poles of the mth row of the Padé table. Zbl 0558.41023
Buslaev, V. I.
1
1983
An estimate of the code length of signals with a finite spectrum in connection with sound-recording problems. Zbl 0328.94013
Buslaev, V. I.; Vitushkin, A. G.
1
1975
Schur’s criterion for formal power series. Zbl 07154829
Buslaev, V. I.
2
2019
On singular points of meromorphic functions determined by continued fractions. Zbl 1400.30004
Buslaev, V. I.
3
2018
Continued fractions with limit periodic coefficients. Zbl 1393.30005
Buslaev, Viktor I.
2
2018
On the Van Vleck theorem for limit-periodic continued fractions of general form. Zbl 1394.30001
Buslaev, V. I.
2
2017
An analog of Gonchar’s theorem for the \(m\)-point version of Leighton’s conjecture. Zbl 1367.30004
Buslaev, V. I.
7
2016
On the existence of compacta of minimal capacity in the theory of rational approximation of multi-valued analytic functions. Zbl 1347.41014
Buslaev, Viktor I.; Suetin, Sergey P.
7
2016
The capacity of the rational preimage of a compact set. Zbl 1368.31001
Buslaev, V. I.
5
2016
On equilibrium problems related to the distribution of zeros of the Hermite-Padé polynomials. Zbl 1335.31002
Buslaev, V. I.; Suetin, S. P.
12
2015
An analogue of Polya’s theorem for piecewise holomorphic functions. Zbl 1406.30010
Buslaev, V. I.
10
2015
Capacity of a compact set in a logarithmic potential field. Zbl 1335.31001
Buslaev, V. I.
7
2015
Convergence of \(m\)-point Padé approximants of a tuple of multivalued analytic functions. Zbl 1318.41010
Buslaev, V. I.
5
2015
Existence of compact sets with minimum capacity in problems of rational approximation of multivalued analytic functions. Zbl 1290.31002
Buslaev, V. I.; Suetin, S. P.
3
2014
Convergence of multipoint Padé approximants of piecewise analytic functions. Zbl 1276.41011
Buslaev, Viktor I.
7
2013
An estimate of the capacity of singular sets of functions that are defined by continued fractions. Zbl 1289.30017
Buslaev, V. I.
4
2013
Method of interior variations and existence of \(S\)-compact sets. Zbl 1298.30028
Buslaev, V. I.; Martínez-Finkelshtein, A.; Suetin, S. P.
9
2012
Padé approximants, continued fractions, and orthogonal polynomials. Zbl 1242.41014
Aptekarev, A. I.; Buslaev, V. I.; Martínez-Finkelshtein, A.; Suetin, S. P.
18
2011
On Hankel determinants of functions given by their expansions in \(P\)-fractions. Zbl 1224.30012
Buslaev, V. I.
6
2010
An analogue of Fabry’s theorem for generalized Padé approximants. Zbl 1182.30058
Buslaev, V. I.
2
2009
On the Fabry ratio theorem for orthogonal series. Zbl 1351.30019
Buslaev, V. I.
2
2006
Poincaré theorem for difference equations. Zbl 1108.39015
Buslaev, V. I.; Buslaeva, S. F.
3
2005
On the convergence of the Rogers-Ramanujan continued fraction. Zbl 1067.30007
Buslaev, V. I.
5
2003
The Baker-Gammel-Wills conjecture in the theory of Padé approximants. Zbl 1063.41012
Buslaev, V. I.
12
2002
On the convergence of continued T-fractions. Zbl 1011.30004
Buslaev, V. I.
6
2001
Simple counterexample to the Baker-Gammel-Wills conjecture. Zbl 1137.41320
Buslaev, V. I.
5
2001
On the Van Vleck theorem for regular \(C\)-fractions with limit-periodic coefficients. Zbl 1023.30009
Buslaev, V. I.
4
2001
Poincaré’s theorem and its applications to the convergence of continued fractions. Zbl 0936.39002
Buslaev, V. I.
3
1998
Relations for the coefficients, and singular points of a function. Zbl 0632.30038
Buslaev, V. I.
3
1988
Relations for coefficients and singular points of a function. Zbl 0618.30036
Buslaev, V. I.
3
1986
On convergence of subsequences of the mth row of a Padé table. Zbl 0536.30005
Buslaev, V. I.; Gonchar, A. A.; Suetin, S. P.
10
1984
On the convergence of subsequences of the m-th row of the Padé table. Zbl 0524.30005
Buslaev, V. I.; Gonchar, A. A.; Suetin, S. P.
2
1983
On the poles of the mth row of the Padé table. Zbl 0558.41023
Buslaev, V. I.
1
1983
An estimate of the code length of signals with a finite spectrum in connection with sound-recording problems. Zbl 0328.94013
Buslaev, V. I.; Vitushkin, A. G.
1
1975

Citations by Year