Editing Laplace transform (section)

==Further reading==
* {{citation|first1=Wolfgang|last1=Arendt|first2=Charles J.K.|last2=Batty|first3=Matthias|last3=Hieber|first4=Frank|last4=Neubrander|title=Vector-Valued Laplace Transforms and Cauchy Problems|publisher=Birkhäuser Basel|year=2002|isbn=978-3-7643-6549-3 |ref=none}}.
* {{citation|last=Davies|first=Brian|title=Integral transforms and their applications|edition=Third|publisher=Springer|location=New York|year=2002|isbn= 978-0-387-95314-4 |ref=none}}
* {{citation | last=Deakin|first= M. A. B. | year=1981 | title=The development of the Laplace transform | journal=Archive for History of Exact Sciences | volume=25 | pages=343–390 | doi=10.1007/BF01395660 | issue=4 |s2cid= 117913073 |ref=none}}
* {{citation | last=Deakin|first= M. A. B. | year=1982 | title=The development of the Laplace transform | journal=Archive for History of Exact Sciences | volume=26 | pages=351–381 | doi=10.1007/BF00418754 | issue=4 |s2cid= 123071842 |ref=none}}
* {{citation |last=Doetsch |first=Gustav |author-link=Gustav Doetsch |date=1974 |title=Introduction to the Theory and Application of the Laplace Transformation |publisher=Springer |isbn=978-0-387-06407-9 |ref=none}}
* Mathews, Jon; Walker, Robert L. (1970), ''Mathematical methods of physics'' (2nd ed.), New York: W. A. Benjamin, {{isbn|0-8053-7002-1}}
* {{citation|first1=A. D.|last1=Polyanin|first2=A. V.|last2=Manzhirov|title=Handbook of Integral Equations|publisher=CRC Press|location=Boca Raton|year=1998|isbn=978-0-8493-2876-3 |ref=none}}
* {{Citation | last1=Schwartz | first1=Laurent | author-link=Laurent Schwartz | title=Transformation de Laplace des distributions | mr=0052555  | year=1952 | journal=Comm. Sém. Math. Univ. Lund [Medd. Lunds Univ. Mat. Sem.] | volume=1952 | pages=196–206 |language=fr |ref=none}}
* {{Citation |last=Schwartz |first=Laurent |author-link=Laurent Schwartz |year=2008 |orig-year=1966 |title=Mathematics for the Physical Sciences |publisher=Dover Publications |location=New York |series=Dover Books on Mathematics |pages=215–241 |isbn=978-0-486-46662-0 |url={{Google books|-_AuDQAAQBAJ|Mathematics for the Physical Sciences|page=215|plainurl=yes}} |ref=none}} - See Chapter VI. The Laplace transform.
* {{citation|first=William McC.|last=Siebert|title=Circuits, Signals, and Systems|publisher=MIT Press|location=Cambridge, Massachusetts|year=1986|isbn=978-0-262-19229-3 |ref=none}}
* {{Citation | last1=Widder | first1=David Vernon | title=What is the Laplace transform? | mr=0013447  | year=1945 | journal=[[American Mathematical Monthly|The American Mathematical Monthly]] | issn=0002-9890 |volume=52 |issue=8 | pages=419–425 | doi=10.2307/2305640 | jstor=2305640 |ref=none}}
* J.A.C.Weidman and Bengt Fornberg: "Fully numerical Laplace transform methods", Numerical Algorithms, vol.92 (2023), pp.&nbsp;985–1006. https://doi.org/10.1007/s11075-022-01368-x .