ŞULE AYAR ÖZBALAlev FİRATOzbal, Sule AyarFirat, Alev2025-10-222014[1] AL-SHEHRI N. O. On Derivations of Incline Algebras Scientia Mathematicae Japonicae 71 No.3 (2010) 349-355: e-2010 199-205.[2] CAO Z. Q. KIM K. H. and ROUSH F. W. Incline Algebra and Applications Ellis Horwood Series : Mathematics and Its Applications Ellis Horwood Chichester UK 1984.[3] C¸ EVEN Y. AND OZT ¨ URK M.A. ¨ On f-Derivations of latticesBull. Korean Math. Soc. 45 (2008) No.4 pp. 701-707.[4] C¸ EVEN Y. Symmetric bi-derivations of lattices Quaestiones Mathematicae (2009) 32:2 241-245.[5] FERRARI L. On Derivations of Lattices Pure Math. Appl. 12 (2001) no.4 365-382.[6] KAYA K. Prime rings with ?-derivations Hacettepe Bull. Natural Sci. and Eng. 16-17 (1987/1988) 63-71.[7] MEEBAKSHI A. R. and ANBALAGAN S. On Regular Elements in an Incline International JOurnal of Mathematics and Mathematical Sciences Volume 2010 Article ID 9030363 12 pages.[8] OZBAL AYAR S. and FIRAT A. ¨ Symmetric f Bi-Derivations of Lattices ARS Combinatoria (2010) Volume XCVII October.´[9] OZBAL AYAR S. and FIRAT A. ¨ On f-Derivations of Incline Algebras IJPAM (2011) Volume 3 No.1 83-90.[10] POSNER E. Derivations in prime ringsProc. Amer. Math. Soc. 8 (1957) 1093-1100.[11] SZASZ G. Derivations of Lattices Acta Sci. Math. (Szeged) 37 (1975) 149-154.[12] XIN X. L. LI T.Y. AND LU J. H. On derivations of Lattices Information Sciences 178 (2008) 307-316.1303-50102651-477X2-s2.0-84928267233https://gcris.yasar.edu.tr/handle/123456789/11143https://search.trdizin.gov.tr/en/yayin/detay/235724In this paper as a generalization of derivation of an incline algebra thenotion of generalized derivation in an incline algebra is introduced andsome of its properties are investigated in an incline and integral inclinealgebra.İngilizceinfo:eu-repo/semantics/closedAccessMatematikIntegral InclineDerivation(sub)inclineIdealGeneralized DerivationArticle