A Solution of Airy Differential Equation Via Elzaki Transform
Article Sidebar
Page Numbers:
1-6
Digital Object Identifier:
10.58578/kijeit.v2i1.4534
Viewed: 251 times
Downloaded: 291 times
LYAS Publisher cordially invites qualified professionals to serve as Editors or Reviewers. Your expertise will make an important contribution to maintaining and strengthening the academic quality of our publications. Interested applicants are kindly requested to complete the application form at the following link: Editors & Reviewers
Please feel free to contact us if you need any further information about the submission process or if you have any additional questions.
Authors:Nand Kishor Kumar1, Suresh Kumar Sahani2
Copyright :Authors retain copyright and grant the journal right of first publication.
Main Article Content
Abstract
The Elzaki transform provides an elegant method to solve the Airy differential equation, leveraging its unique properties to handle the mixed derivative and variable coefficient terms. While the traditional methods remain standard, the Elzaki transform offers a powerful alternative, particularly when coupled with numerical techniques.
Citation Metrics & Similar Scopus Articles
-
Garcia N.C. (2027)Existence and asymptotic behavior for a generalized hyperbolic equation involving the Grushin operatorNonlinear Analysis Real World Applications, 94
-
Guo W.X. (2027)AN ACCELERATED MODULUS-BASED MATRIX SPLITTING ITERATION METHOD FOR SOLVING A CLASS OF HORIZONTAL NONLINEAR COMPLEMENTARITY PROBLEMSNumerical Algebra Control and Optimization, 20, 14-24
-
Carvalho T. (2027)Bifurcation analysis of the tangential switching mode in a non-monotonic tumor growth modelNonlinear Analysis Real World Applications, 94