Integral Transforms and Special Functions Referencing Guide
(updated Apr 2024)


Last updated:
How to do citations in Integral Transforms and Special Functions style?

This is the Citationsy guide to Integral Transforms and Special Functions citations, reference lists, in-text citations, and bibliographies.
The complete, comprehensive guide shows you how easy citing any source can be. Referencing books, youtube videos, websites, articles, journals, podcasts, images, videos, or music in Integral Transforms and Special Functions.

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cite Integral Transforms and Special Functions  — Referencing Guide



How do you cite a book in the Integral Transforms and Special Functions referencing style? (2024 Guide)

Are you writing a research paper and want to include the works you found in a book? Here’s a simple guide to do it in Integral Transforms and Special Functions:

Here’s an example book citation in Integral Transforms and Special Functions using placeholders:
[1]
Last Name FN. Title. Edition. Editor Last Name EFN, editor. City: Publisher; 2000.
So if we want to cite, for example, “I Know Why the Caged Bird Sings” by Maya Angelou we’d do so like this:
Integral Transforms and Special Functions citation:
[1]
Angelou M. I Know Why the Caged Bird Sings. 1st ed. New York: Random House; 1969.
And an in-text citation book citation in Integral Transforms and Special Functions looks like this: [1]


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How to reference a journal article in the Integral Transforms and Special Functions citation style?

How do you cite scientific papers in Integral Transforms and Special Functions format?

Citing a research paper or journal article in Integral Transforms and Special Functions is pretty straightforward. Here’s how

Here’s a Integral Transforms and Special Functions journal citation example using placeholders:
[1]
Author1 LastnameAF, Author3 LastnameAF. Title. Container [Internet]. 2000 [cited 2024Apr.22];Volume:pages Used. URL.
So if we want to reference this scientific article: “Testing consumer preferences for iced-coffee: Does the drinking environment have any influence?” by C. Petit and J.M. Sieffermann in Integral Transforms and Special Functions: