Fixed Points of Two-Parameter Family of Function <img src="http://latex.codecogs.com/gif.latex?\lambda&space;\left&space;(&space;\frac{x}{b^{x}-1}&space;\right&space;)^{n}" title="\lambda \left ( \frac{x}{b^{x}-1} \right )^{n}" />

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.net/journal/am
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Citations

"Fixed Points of Two-Parameter Family of Function $\lambda \left ( \frac{x}{b^{x}-1} \right )^{n}$ "
written by Ming-Gar Lee, Chih-Chang Ho,
published by Applied Mathematics, Vol.6 No.3, 2015

has been cited by the following article(s):

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[1]	Chaotic behavior in real dynamics and singular values of family of generalized generating function of Apostol-Genocchi numbers
	J. Math. Computer Sci., 2019

[2]	Real fixed points and singular values of family of func-tions arising from generating function of unified generalized Apostol-type polynomials
	J. Nonlinear Sci. Appl., 2019

[3]	Chaotic behavior in real dynamics and singular values of family of generalized generating function of Apostol Genocchi numbers
	Journal of Mathematics and Computer Science, 2019

[4]	Bifurcation and Chaos in Real Dynamics of a Two-Parameter Family Arising from Generating Function of Generalized Apostol-Type Polynomials
	Mathematical and Computational Applications, 2018

[5]	Real fixed points and singular values of two-parameter family...
	2017

[6]	Real fixed points and singular values of two-parameter family λ (z/((e^ z-1)^ n))
	2017

[7]	Real fixed points and singular values of two-parameter family \lambda\frac{z}{(e^{z}-1)^{n}}
	2017

[8]	Real fixed points, chaos and singular values of family of generalized generating function of Apostol-Genocchi numbers
	2016

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