Bernal-González, Luis; Jung, Andreas; Müller, Jürgen
Banach Spaces of Universal Taylor Series in the Disc AlgebraIntegral Equations and Operator Theory. Bd. 86. H. 1. Springer Nature 2016 S. 1 - 11
Beise, Hans-Peter; Müller, Jürgen
Generic boundary behaviour of Taylor series in Hardy and Bergman spacesMathematische Zeitschrift. Bd. 284. H. 3-4. Springer Nature 2016 S. 1185 - 1197
Müller, Jürgen; Lorson, Tobias
Convolution operators on spaces of holomorphic functions.Studia Math. Bd. 227. 2015 S. 111 - 131
Müller, Jürgen; Beise, Hans-Peter; Meyrath, Thierry
Limit functions of discrete dynamical systems.Conform. Geom. Dyn. Bd. 18. 2015 S. 56 - 64
Müller, Jürgen; Beise, Hans-Peter; Meyrath, Thierry
Mixing Taylor shifts and universal Taylor series.Bull. Lond. Math. Soc. Bd. 47. 2015 S. 136 - 142
Beise, H.-P.; Meyrath, T.; Müller, J.
Mixing Taylor shifts and universal Taylor seriesBulletin of the London Mathematical Society. Bd. 47. H. 1. Oxford University Press (OUP) 2014 S. 136 - 142
Episkoposian, Sergo; Müller, Jürgen
Universality properties of Walsh–Fourier seriesMonatshefte für Mathematik. Bd. 175. H. 4. Springer Nature 2014 S. 511 - 518
Müller, Jürgen; Beise, Peter
Limit functions of iterates of entire functions on parts of the Julia set.Proc. Amer. Math. Soc. Bd. 141. 2013 S. 3929 - 3933
Kalmes, Thomas; Müller, Jürgen; Nieß, Markus
On the behaviour of power series in the absence of Hadamard–Ostrowski gapsComptes Rendus Mathematique. Bd. 351. H. 7-8. Elsevier BV 2013 S. 255 - 259
Meyrath, Thierry; Müller, Jürgen
On the behaviour of the successive derivatives of meromorphic functions on the final setJournal d'Analyse Mathématique. Bd. 120. H. 1. Springer Nature 2013 S. 131 - 149
Müller, Jürgen; Meyrath, Thierry
On the behaviour of the successive derivatives of meromorphic functions on the final set.J. Anal. Math. Bd. 120. 2013 S. 131 - 149
Müller, Jürgen; Beise, Hans-Peter
Growth of (frequently) hypercyclic functions for differential operators.Studia Math. Bd. 207. 2011 S. 97 - 115
Müller, Jürgen; Bruj, Igor
The concept of Faber derivative in saturation theory.Jaen J. Approx. Bd. 3. 2011 S. 227 - 239
Gharibyan, T.; Luh, W.; Müller, J.
A lacunary version of Mergelian’s approximation theoremJournal of Approximation Theory. Bd. 162. H. 4. Elsevier BV 2010 S. 709 - 716
Müller, Jürgen
Continuous functions with universally divergent Fourier series on small subsets of the circleComptes Rendus Mathematique. Bd. 348. H. 21-22. Elsevier BV 2010 S. 1155 - 1158
Müller, Jürgen; Pohlen, Timo
The Hadamard Product as a Universality Preserving OperatorComputational Methods and Function Theory. Bd. 10. H. 1. Springer Nature 2010 S. 281 - 289
Müller, J.; Pohlen, T.
The Hadamard Product on Open Sets in the Extended PlaneComplex Analysis and Operator Theory. Bd. 6. H. 1. Springer Nature 2010 S. 257 - 274
Müller, Jürgen; Nieß, Markus
Lacunary tangential approximation.Indag. Math. (N.S.). Bd. 20. 2009 S. 453 - 461
Müller, Jürgen; Frerick, Leonhard; Martirosian, Valeri
On the existence of lacunary power series analytically continuable and bounded outside sectors.Complex Var. Elliptic Equ. Bd. 54. 2009 S. 669 - 676
Müller, Jürgen; Vlachou, Vagia; Yavrian, Anoush
Overconvergent series of rational functions and universal Laurent series.J. Anal. Math. Bd. 104. 2008 S. 235 - 245
Müller, Jürgen; Gharibyan, Tatevik; Luh, Wolfgang
Lacunary (R,p,M)-summability.Analysis (Munich). Bd. 27. 2007 S. 311 - 321
Müller, Jürgen; Arakelian, Norair; Luh, Wolfgang
On the localization of singularities of lacunar power series.Complex Var. Elliptic Equ. Bd. 52. 2007 S. 561 - 573
Müller, Jürgen; Gawronski, Wolfgang; Reinhard, Martin
Reduced cancellation in the evaluation of entire functions and applications to the error function. (2007), no. 6, 2564–2576.SIAM J. Numer. Anal. Bd. 45. 2007 S. 2564 - 2576
Müller, Jürgen; Martirosian, Valeri
A Liouville-type result for lacunary power series and converse results for universal holomorphic functions.Analysis (Munich). Bd. 26. 2006 S. 393 - 399
Müller, Jürgen; Naik, S.; Ponnusamy, S.
Growth of entire functions of exponential type defined by convolution.Arch. Math. (Basel). Bd. 87. 2006 S. 330 - 342
Müller, Jürgen; Vlachou, Vagia; Yavrian, Anoush
Universal overconvergence and Ostrowski-gaps.Bull. London Math. Soc. Bd. 38. 2006 S. 597 - 606
Müller, Jürgen; Mayenberger, D.
Faber series with Ostrowski gaps. 50 (2005), no. 2, 79–88.Complex Var. Theory Appl. Bd. 50. 2005 S. 79 - 88
Müller, Jürgen; Luh, Wolfgang; Ponnusamy, S. et al.
Polynomial series expansions for confluent and Gaussian hypergeometric functions.Math. Comp. Bd. 74. 2005 S. 1937 - 1952
Müller, Jürgen; Gharibyan, Tatevik; Luh, Wolfgang
Lacunary summability and analytic continuation of power series.Analysis (Munich). Bd. 24. 2004 S. 255 - 271
Müller, Jürgen; Calderón-Moreno, M. C.
Universal holomorphic and harmonic functions with additional properties.Acta Math. Hungar. Bd. 105. 2004 S. 1 - 15
Müller, Jürgen
An extended Faber operator.Constr. Approx. Bd. 19. 2003 S. 399 - 410
Müller, Jürgen; Gharibyan, Tatevik; Luh, Wolfgang
Approximation by lacunary polynomials and applications to universal functions.Analysis (Munich). Bd. 23. 2003 S. 199 - 214
Müller, Jürgen; Frerick, Leonhard
Polynomial approximation on compact sets bounded by Dini-smooth arcs.Comput. Methods Funct. Theory. Bd. 3. 2003 S. 273 - 284
Müller, Jürgen; Frerick, Leonhard; Wengenroth, Jochen
Prescribed derivatives of holomorphic functions.Complex Var. Theory Appl. Bd. 48. 2003 S. 165 - 173
Müller, Jürgen; Yavrian, Anoush
On polynomial sequences with restricted growth near infinity.Bull. London Math. Soc. Bd. 34. 2002 S. 189 - 199
Müller, Jürgen; Luh, Wolfgang; Martirosian, Valeri
Restricted T-universal functions on multiply connected domains.Acta Math. Hungar. Bd. 97. 2002 S. 173 - 181
Müller, Jürgen; Luh, Wolfgang; Martirosian, Valeri
Restricted T-universal functions.J. Approx. Theory. Bd. 114. 2002 S. 201 - 213
Müller, Jürgen; Gehlen, Wolfgang; Luh, Wolfgang
On the existence of O-universal functions.Complex Variables Theory Appl. Bd. 41. 2000 S. 81 - 90
Müller, Jürgen
Series expansions for computing Bessel functions of variable order on bounded intervals.Numer. Algorithms. Bd. 24. 2000 S. 299 - 308
Müller, Jürgen
Convergence acceleration of Taylor sections by convolution.Constr. Approx. Bd. 15. 1999 S. 523 - 536
Müller, Jürgen; Wengenroth, Jochen
Separating singularities of holomorphic functions.Canad. Math. Bull. Bd. 41. 1998 S. 473 - 477
Müller, Jürgen; Luh, Wolfgang; Martirosian, Valeri
T-universal functions with lacunary power series.Acta Sci. Math. (Szeged). Bd. 64. 1998 S. 67 - 79
Müller, Jürgen; Luh, Wolfgang; Martirosian, Valeri
Universal entire functions with gap power series.Indag. Math. (N.S.). Bd. 9. 1998 S. 529 - 536
Müller, Jürgen
Accelerated polynomial approximation of finite order entire functions by growth reduction.Math. Comp. Bd. 66. 1997 S. 743 - 761
Müller, Jürgen; Frerick, Leonhard
Infinite Taylor interpolation.Proc. Amer. Math. Soc. Bd. 125. 1997 S. 3331 - 3337
Müller, Jürgen; Brück, Rainer
Closed ideals in a convolution algebra of holomorphic functions.Canad. J. Math. Bd. 47. 1995 S. 915 - 928
Müller, Jürgen; Brück, Rainer; Sharma, A.
Equisummability of certain sequences of Hadamard products of Taylor sections and interpolatory polynomials.Methods Appl. Anal. Bd. 1. 1994 S. 270 - 283
Müller, Jürgen; Frerick, Leonhard
Polynomial approximation and maximal convergence on Faber sets.Constr. Approx. Bd. 10. 1994 S. 427 - 438
Müller, Jürgen; Brück, Rainer
Summability of Hadamard products of Taylor sections with polynomial interpolants.J. Approx. Theory. Bd. 78. 1994 S. 30 - 40
Müller, Jürgen
Coefficient multipliers from H(G1) into H(G2).Arch. Math. (Basel). Bd. 61. 1993 S. 75 - 81