Concept of Bilinear Transformation, Jacobian, and Conformal Mapping with Applications
Main Article Content
Abstract
This article explores the concepts of bilinear transformation, Jacobian transformation, and conformal mapping, focusing on their essential properties and presenting key results. The discussion revolves around isogonal transformation, conformal transformation, Jacobian transformation, and bilinear transformation, as well as critical points and fixed points.
Citation Metrics:
Downloads
Citation Metrics & Similar Scopus Articles
-
Wang X. (2027)Polymorphic Transformation and Dislocation Regulation in MoS2 Enabled by Electric Field Postprocessing for Enhanced Electromagnetic Wave AbsorptionNano Micro Letters, 19(1)
-
Gong X. (2027)Wearable Electronics for Precision Diagnosis Through Advanced Manufacturing and IntegrationNano Micro Letters, 19(1)
-
Mamutova A.T. (2028)Development of a methodology for microstructural and thermal verification of the quality of an industrial Ti-10V-2Fe-3Al triple vacuum arc remelted ingotKompleksnoe Ispolzovanie Mineralnogo Syra, 344(1), 79-89
Article Details
Authors retain copyright and grant the journal right of first publication with the work simultaneously licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License that allows others to share the work with an acknowledgement of the work's authorship and initial publication in this journal.
References
Sharma, J.N. & Vashishtha, A.R. (1993). Real Analysis. Meerut: Krishna Prakashan Mandir.
Sharma, J.N. & Swarup, S. (1991). Functions of Complex Variable. India: Krishana Prakashan Media, 57-64.
Duraipandian, P., Duraipandian, L.,& Muhilan, D. ( 2006). Complex Analysis. Chenai: Emerald Publishers.
Barnard, R.W.& Schober, G. (1984). Mobius transformations of convex mappings. Complex Variables Theory and Application, 3,55-69.
Ahlfors, L.V.(1979). Complex Analysis. New York: Mc GRAW-Hill, inc.
Boas, R. P.(1987).Invitation to Complex Analysis. New York: Random House.
Forsyth, A. R.(1918).Theory of Functions of a Complex Variable. England: Cambridge University Press
Article Sidebar
Page Numbers:
1-13
Digital Object ID:
Viewed: 571 times
Downloaded: 457 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:
Copyright :Authors retain copyright and grant the journal right of first publication.
Explore Our Journals
Find the journal that best fits your research. If this journal does not match your manuscript’s scope, explore our portfolio below to select a more suitable publication venue.