New sequences that converge to a generalized Euler constant
A S�ntămărian - 2012 - degruyter.com
New sequences that converge to a generalized Euler constant Page 1 Analysis 32, 111–120
(2012) / DOI 10.1524/anly.2012.1153 c Oldenbourg Wissenschaftsverlag, M�nchen 2012 New
sequences that converge to a generalized Euler constant AlinaSıntamarian Received:
November 19, 2011 Summary: The purpose of the paper is to give some sequences that
converge quickly to a generalized Euler constant, ie the limit of the sequence � 1 as C 1 .aC1/s
CC 1 .aCn1/s 1 1s .aCn1/1s a1s �� n2N ; where a 2 .0;C1/ and s 2 .0;1/. 1 Introduction Many�…
(2012) / DOI 10.1524/anly.2012.1153 c Oldenbourg Wissenschaftsverlag, M�nchen 2012 New
sequences that converge to a generalized Euler constant AlinaSıntamarian Received:
November 19, 2011 Summary: The purpose of the paper is to give some sequences that
converge quickly to a generalized Euler constant, ie the limit of the sequence � 1 as C 1 .aC1/s
CC 1 .aCn1/s 1 1s .aCn1/1s a1s �� n2N ; where a 2 .0;C1/ and s 2 .0;1/. 1 Introduction Many�…
[HTML][HTML] Some new sequences that converge to a generalized Euler constant
A S�ntămărian�- Applied Mathematics Letters, 2012 - Elsevier
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Issue 6, June 2012, Pages 941-945 Applied Mathematics Letters Some new sequences that
converge to a generalized Euler constant Author links open overlay panel Alina S�ntămărian
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main contentSkip to article Elsevier logo Journals & Books Search RegisterSign in View PDF
Download full issue Search ScienceDirect Elsevier Applied Mathematics Letters Volume 25,
Issue 6, June 2012, Pages 941-945 Applied Mathematics Letters Some new sequences that
converge to a generalized Euler constant Author links open overlay panel Alina S�ntămărian
Show more Share Cite https://doi.org/10.1016/j.aml.2011.10.040 Get rights and content Under�…
New Sequences that Converge to a Generalization of Euler's Constant
A S�ntămărian - 2011 - degruyter.com
New Sequences that Converge to a Generalization of Euler’s Constant Page 1 Integers 11 (2011),
127 – 138 DOI 10.1515/INTEG.2011.011 � de Gruyter 2011 New Sequences that Converge to
a Generalization of Euler’s Constant Alina S�ntamarian Abstract. The purpose of the paper is to
give some sequences that converge quickly to a generalization of Euler’s constant, ie, the limit
of the sequence � 1 a C 1 a C 1 CC 1 a C n 1 ln a C n 1 a � n2N ; where a 2 .0;C1/. Keywords.
Sequence, convergence, approximation, Euler’s constant, Bernoulli number. 2010�…
127 – 138 DOI 10.1515/INTEG.2011.011 � de Gruyter 2011 New Sequences that Converge to
a Generalization of Euler’s Constant Alina S�ntamarian Abstract. The purpose of the paper is to
give some sequences that converge quickly to a generalization of Euler’s constant, ie, the limit
of the sequence � 1 a C 1 a C 1 CC 1 a C n 1 ln a C n 1 a � n2N ; where a 2 .0;C1/. Keywords.
Sequence, convergence, approximation, Euler’s constant, Bernoulli number. 2010�…
[CITATION][C] SOME SEQUENCES THAT CONVERGE TO A GENERALIZATION OF EULER'S CONSTANT
A S�NTĂMĂRIAN - 2011
[PDF][PDF] Some new sequences that converge to a generalization of Euler's constant
A SˆINT�- Rn - creative-mathematics.cunbm.utcluj�…
Some new sequences that converge to a generalization of Euler’s constant Page 1 CREAT.
MATH. INFORM. 20 (2011), No. 2, 191 - 196 Online version at http://creative-mathematics.ubm.ro/
Print Edition: ISSN 1584 - 286X Online Edition: ISSN 1843 - 441X Some new sequences that
converge to a generalization of Euler’s constant ALINA SˆINT AM ARIAN ABSTRACT. The
purpose of this paper is to study the properties of some sequences that converge quickly to a
generalization of Euler’s constant, ie the limit of the sequence ( 1 a + 1 a + 1 + ��� + 1 a + n − 1�…
MATH. INFORM. 20 (2011), No. 2, 191 - 196 Online version at http://creative-mathematics.ubm.ro/
Print Edition: ISSN 1584 - 286X Online Edition: ISSN 1843 - 441X Some new sequences that
converge to a generalization of Euler’s constant ALINA SˆINT AM ARIAN ABSTRACT. The
purpose of this paper is to study the properties of some sequences that converge quickly to a
generalization of Euler’s constant, ie the limit of the sequence ( 1 a + 1 a + 1 + ��� + 1 a + n − 1�…