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@BOOK{Heris:644455,
      author       = {Heris, S. Asvi and Shinisha, J. Ignu},
      title        = {{D}ifferential and {I}ntegral {C}alculus; 1st edition},
      address      = {Tamil Nadu},
      publisher    = {Skyfox Publishing Group},
      reportid     = {PUBDB-2026-00332},
      isbn         = {9789390357123},
      pages        = {172 pages},
      year         = {2020},
      abstract     = {ThumbnailDownload
                      Url(s)https://skyfox.co/wp-content/uploads/2020/08/Integral-and-differential-Calculus.pdfAuthor(s)Ms.
                      S. Asvi HerisMs. J. Ignu ShinishaCollectionAustrian Science
                      Fund (FWF); European Research Council (ERC); Knowledge
                      Unlatched (KU); Sustainable History Monograph Pilot (SHMP);
                      Swiss National Science Foundation (SNF); Wellcome;
                      ScholarLed; Toward an Open Monograph Ecosystem (TOME);
                      Sustainable History Monograph Pilot (SHMP); MUSE Open; Dutch
                      Research Council (NWO)VersionPublishedLanguageEnglishShow
                      full item recordDifferential and Integral Calculus are two
                      fundamental branches of mathematical analysis that focus on
                      understanding the behaviour of functions and their
                      applications to real-world problems. Differential calculus
                      concerns the study of rates of change and the concept of the
                      derivative, while integral calculus deals with the
                      accumulation of quantities and the concept of the integral.
                      Together, they provide powerful tools for modelling and
                      solving problems in physics, engineering, economics,
                      biology, and other fields. Integral calculus, on the other
                      hand, focuses on the concept of the integral as a method for
                      finding areas under curves, volumes of solids, and
                      accumulated quantities. The Fundamental Theorem of Calculus,
                      which links differentiation and integration, is emphasized
                      as a pivotal result. Methods for solving definite and
                      indefinite integrals, including integration by parts,
                      substitution, and numerical methods, are examined alongside
                      their applications in areas such as physics (e.g., work,
                      energy), probability theory, and economics. The Book also
                      highlights the importance of multivariable calculus, which
                      extends these concepts to functions of several variables,
                      and discusses the role of differential and integral calculus
                      in the development of mathematical models that describe
                      real-world phenomena.},
      typ          = {PUB:(DE-HGF)3},
      url          = {https://bib-pubdb1.desy.de/record/644455},
}