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Applied Mathematics
Submission
Applied Mathematics
ISSN Print:
2152-7385
ISSN Online:
2152-7393
www.scirp.org/journal/am
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am@scirp.org
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"
On the Zeros of a Polynomial
"
written by
Mohammad Syed Pukhta
,
published by
Applied Mathematics
,
Vol.2 No.11, 2011
has been cited by the following article(s):
Google Scholar
CrossRef
[1]
Zero-Free Regions for Lacunary Type Polynomials
Journal of Contemporary Mathematical …
,
2022
[2]
Annular region containing all the zeros of lacunary-type polynomials
Armenian Journal of …
,
2022
[3]
Number of Zeros of a Polynomial in a Specific Region with Restricted Coefficients
2019
[4]
On the Zeros of a Polynomial with Restricted Coefficients
2019
[5]
Solutions of Equations Reducible to the Form zn (1− z) m= d
Alabama Journal of Mathematics
,
2018
[6]
Solutions of Equations Reducible to the Form\(z^ n (1-z)^ m= d\)
Alabama Journal of Mathematics
,
2016
[7]
On the number of zeros of a polynomial in a region
Fasciculi Mathematici
,
2016
[8]
On the number of zeros of a polynomial in a specified disk
2016
[9]
Results on the number of zeros in a disk for three types of polynomials
2016
[10]
The Number of Zeros of a Polynomial in a Disk as a Consequence of Coefficient Inequalities with Multiple Reversals
2015
[11]
Geometry of Zeros and Bernstein Type Inequalities concerning Growth for Polynomials
2015
[12]
The Number of Zeros in a Disk for a Certain Class of Polynomials
R Gardner, B Shields - faculty.etsu.edu
,
2014
[13]
The Number of Zeros of a Polynomial in a Disk as a Consequence of Restrictions on the Coefficients
Electronic Theses and Dissertation
,
2014
[14]
The Number of Zeros of a Polynomial in a Disk
Analysis
,
2013
[15]
Number of zeros of a certain class of polynomials in a specific region
[1]
The Number of Zeros in a Disk of a Complex Polynomial with Coefficients Satisfying Various Monotonicity Conditions
AppliedMath
,
2023
DOI:
10.3390/appliedmath3040038
[2]
Zero-Free Regions for Lacunary Type Polynomials
Journal of Contemporary Mathematical Analysis (Armenian Academy of Sciences)
,
2022
DOI:
10.3103/S1068362322030062
[3]
Zero-freeregions for lacunary type polynomials
Proceedings of NAS RA. Mathematics
,
2022
DOI:
10.54503/0002-3043-2022.57.3-48-60
[4]
Zero-freeregions for lacunary type polynomials
Proceedings of NAS RA. Mathematics
,
2022
DOI:
10.54503/0002-3043-2022.57.3-48-60
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