Logarithmic neutrosophic logical communicated to basic interaction aggregating operators using various finite weighted with extension Nasreen kausar1 , Swarnakar Dornala2 , M. S. Malchijah Raj3 , Ebru Ozbilge4,∗ , Emre Ozbilge ¨ 5 1Department of Mathematics, Faculty of Arts and Science, Balikesir University, 10145 Balikesir, Turkey 2Department of Mathematics, VNR Vignanajyothi institute of Engineering and Technology -Hyderabad, Telangana state, 500090, India 3Department of Mathematics, Saveetha School of Engineering, Saveetha Institute of Medical and Technical Sciences, Chennai-602105, India 4College of Business Administration, American University of the Middle East, Kuwait 5Department of Computer Engineering, Cyprus International University, Nicosia, 99258, North Cyprus, Turkey E-mails: nasreen.kausar@balikesir.edu.tr; swarnakarreddy0@gmail.com; malchijahraj@gmail.com; ebru.kahveci@aum.edu.kw; eozbilge@ciu.edu.tr Abstract In this paper, we present novel techniques for the logarithmic neutrosophic interaction (LogNI) aggregating operator. The new averaging and geometric operations of LogNI numbers are studied using the universal aggregation function. The LogNI are satisfied some algebraic properties. Four novel aggregating operators are presented: LogNI weighted averaging, LogNI weighted geometric, generalized LogNI weighted averaging, and generalized LogNI weighted geometric. Keywords: Aggregating operator; LogNIWA; LogNIWG; GLogNIWA; GLogNIWG