Editing Partial fraction decomposition (section)

== References ==
*{{cite journal|first1=K. R. | last1=Rao|first2=N. | last2=Ahmed|title=Recursive techniques for obtaining the partial fraction expansion of a rational function
|year=1968|volume=11 | number=2|journal=IEEE Trans. Educ.|pages=152–154|doi=10.1109/TE.1968.4320370
| bibcode=1968ITEdu..11..152R}}
*{{cite journal | first1=Peter | last1=Henrici
|title=An algorithm for the incomplete decomposition of a rational function into partial fractions
|journal=Z. Angew. Math. Phys.
|year=1971
|volume=22 | number=4 | pages=751–755
|doi=10.1007/BF01587772 | bibcode=1971ZaMP...22..751H
| s2cid=120554693
}}
*{{cite journal | first1=Feng-Cheng | last1=Chang
|title=Recursive formulas for the partial fraction expansion of a rational function with multiple poles
|year=1973
|journal = Proc. IEEE
|volume=61 | number=8 |pages=1139–1140
|doi=10.1109/PROC.1973.9216 }}
*{{Cite journal | last1 = Kung | first1 = H. T. | last2 = Tong | first2 = D. M. | doi = 10.1137/0206042 | title = Fast Algorithms for Partial Fraction Decomposition | journal = SIAM Journal on Computing | volume = 6 | issue = 3 | pages = 582 | year = 1977 | s2cid = 5857432 | url = https://figshare.com/articles/journal_contribution/6605561 }}
* {{cite news | first1=Dan |last1=Eustice 
|first2=M. S.|last2=Klamkin
|title=On the coefficients of a partial fraction decomposition
|journal= [[American Mathematical Monthly]]
|year=1979| jstor=2320421 |volume=86
|number=6 | pages=478–480
}}
*{{cite journal
|first1=J. J. | last1=Mahoney
|first2=B. D. | last2=Sivazlian
|title=Partial fractions expansion: a review of computational methodology and efficiency
|journal=J. Comput. Appl. Math.
|year=1983
|doi=10.1016/0377-0427(83)90018-3
|volume=9
| issue=3
|pages=247–269
|doi-access=free
}}
*{{cite book |last1=Miller |first1=Charles D. |last2=Lial |first2=Margaret L. |last3=Schneider |first3=David I. |title=Fundamentals of College Algebra |edition=3rd |year=1990 |publisher=Addison-Wesley Educational Publishers, Inc. |isbn=0-673-38638-4 |pages=[https://archive.org/details/fundamentalsofco0000mill_g1q3/page/364 364–370] |url=https://archive.org/details/fundamentalsofco0000mill_g1q3/page/364 }}
*{{cite journal 
|first1=David | last1=Westreich
|title=partial fraction expansion without derivative evaluation
|year=1991
|journal=IEEE Trans. Circ. Syst.
|volume=38 | number=6
|pages=658–660
|doi=10.1109/31.81863
}}
*{{springer|id=u/u095160|title=Undetermined coefficients, method of|first=L. D.|last=Kudryavtsev}}
*{{cite journal
|first1=Daniel J.
|last1=Velleman
|title=Partial fractions, binomial coefficients and the integral of an odd power of sec theta
|year=2002
|journal= Amer. Math. Monthly
|volume=109
|number=8
|pages=746–749
|doi=10.2307/3072399
|jstor=3072399 }}
*{{cite book | first1=Damian | last1=Slota | first2=Roman | last2=Witula
| title=Computational Science – ICCS 2005 |year=2005 | series=Lect. Not. Computer Sci.
|chapter=Three brick method of the partial fraction decomposition of some type of rational expression
|pages=659–662 | volume=33516 |
doi=10.1007/11428862_89| isbn=978-3-540-26044-8 }}
*{{cite journal | first1=Sidney H. | last1=Kung
|journal=Coll. Math. J.
|title= Partial fraction decomposition by division
|year=2006 | volume=37 | number=2 | pages=132–134
| doi=10.2307/27646303
|jstor=27646303
}}
*{{cite journal | first2=Damian | last2=Slota | first1=Roman | last1=Witula|year=2008 | journal=Appl. Math. Comput. |title=Partial fractions decompositions of some rational functions|pages=328–336 | volume=197 | doi=10.1016/j.amc.2007.07.048 | mr=2396331
}}