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1060 items
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Pseudo-linear combination of fuzzy metrics
... 08:56:33 Pseudo-linear combination of fuzzy metrics Nebojsa M. Ralević, Bratislav D. Iričanin, Dejan Ćebić Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] Pseudo-linear combination of fuzzy metrics | Nebojsa M. Ralević, Bratislav D. Iričanin, Dejan Ćebić | Publications ...
... N. Ralević, D. Karaklić, M. Paunović, D. Ćebić, Image Jiltering using fuzzy S-metrics, In- telligent and Fuzzy Techniques for Emerging Conditions and Digital Transformation: Proc. INFUS 2021 Conf., August 24-26, 2021,1 (2021), 741—748. Lect. Notes Netw. Syst., Springer. N. Ralević, M. Paunović ...
... 17. PSEUDO-LINEAR COMBHINATION OF FUZZY METRICS 53 Lj. Nedović, N. Ralević, I. Pavkov, Aggregated distance functions and their application, in image processing, Soft Comput. 22(14) (2018), 4723—4739. N.M. Ralević, M. Delić, L. Nedović, Aggregation of fuzzy metrics and its application in image ...Nebojsa M. Ralević, Bratislav D. Iričanin, Dejan Ćebić. "Pseudo-linear combination of fuzzy metrics" in Publications de l’institut mathematique, Mathematical Institute of the Serbian Academy of Sciences and Arts (2024)
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A new optimal eighth-order family of multiple root finders
Dejan Ćebić, Nebojša M. Ralević (2022)Dejan Ćebić, Nebojša M. Ralević. "A new optimal eighth-order family of multiple root finders" in Journal of the Korean Mathematical Society (2022). https://doi.org/10.4134/JKMS.j210607
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The Inner Aggregation Newton’s Method for Solving Nonlinear Equations
Nebojša M. Ralević, Dejan Ćebić, Bratislav Iričanin. "The Inner Aggregation Newton’s Method for Solving Nonlinear Equations" in Scientific Publications of the State University of Novi Pazar, Ser. A: Appl. Math. Inform. and Mech (2022)
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Multivariate analysis of metals content in urban snow near traffic lanes in Novi Sad, Serbia
Mihailović Aleksandra, Vučinić Vasić Milica, Ninkov Jordana, Erić Suzana, Ralević Nebojša M., Nemeš Tomas, Antić Aleksandar (2014)Mihailović Aleksandra, Vučinić Vasić Milica, Ninkov Jordana, Erić Suzana, Ralević Nebojša M., Nemeš Tomas, Antić Aleksandar. "Multivariate analysis of metals content in urban snow near traffic lanes in Novi Sad, Serbia" in Journal of the Serbian Chemical Society 2 no. 79, Belgrade:Serbian Chemical Society (2014): 265-276
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An efficient class of optimal sixteenth-order root-finding methods and their basins of attraction
Dejan Ćebić, Nebojša M. Ralević (2022)Dejan Ćebić, Nebojša M. Ralević. "An efficient class of optimal sixteenth-order root-finding methods and their basins of attraction" in Journal of Mathematical Chemistry, Springer Science and Business Media LLC (2022). https://doi.org/10.1007/s10910-022-01371-6
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The Newton method for solving nonlinear equations based on aggregation operators
Nebojša M. Ralević, Dejan Ćebić (2019)... equations based on aggregation operators Nebojša M. Ralević, Dejan Ćebić Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] The Newton method for solving nonlinear equations based on aggregation operators | Nebojša M. Ralević, Dejan Ćebić | XLVI International Symposium ...
... an) = ( a p 1+a p 2+...+a p n n )1/p, (p 6= 0). Marginal members of these classes are M0 = G = Mloga, which is the geometric mean, while M∞ = Max and M−∞ = Min which are not in class of quasi-arithmetic means. It is easy to note that root-power operator is a special case of quasi-arithmetic means ...
... very good numerical results. REFERENCES [1] D. K. R. Babajee, M. Z. Dauhoo, An analysis of the properties of the variants of Newton’s method with third order convergence. Applied Mathematics and Computation, 183(1)(2006), 659–684. [2] M. Grabisch, J. L. Marichal, R. Mesiar, E. Pap, Aggregation Functions ...Nebojša M. Ralević, Dejan Ćebić. "The Newton method for solving nonlinear equations based on aggregation operators" in XLVI International Symposium on Operational Research SYM-OP-IS, Kladovo, 15-18.9.2019, Универзитет у Београду (2019)
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An Efficient Class of Iterative Root-Finding Methods with Applications
Dejan Ćebić, Nebojša Ralević (2021)... g Methods with Applications Dejan Ćebić, Nebojša Ralević Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] An Efficient Class of Iterative Root-Finding Methods with Applications | Dejan Ćebić, Nebojša Ralević | 2021 IEEE 19th International Symposium on Intelligent ...
... after simplifying the expression for the corresponding error equation, it is derived en+1 = B4T8c2(2c 2 2 − c3)e 14 n +O(e15n ) (13) Dejan Cebic, Nebojsa Ralevic • An Efficient Class of Iterative Root-Finding Methods with Applications 000108 which completes the proof. Remark 1. Due to the spacious ...
... method as the best, according to the exponent values from the third columns, it seems that NMSA3 performs better than other methods. Dejan Cebic, Nebojsa Ralevic • An Efficient Class of Iterative Root-Finding Methods with Applications 000110 Table IV. Numerical results for f4(x) method it |x3 − ...Dejan Ćebić, Nebojša Ralević. "An Efficient Class of Iterative Root-Finding Methods with Applications" in 2021 IEEE 19th International Symposium on Intelligent Systems and Informatics (SISY), IEEE (2021). https://doi.org/10.1109/SISY52375.2021.9582495
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Mean-based iterative methods for finding multiple roots in nonlinear chemistry problems
Dejan Ćebić, Nebojša M. Ralević (2021)... chemistry problems Dejan Ćebić, Nebojša M. Ralević Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] Mean-based iterative methods for finding multiple roots in nonlinear chemistry problems | Dejan Ćebić, Nebojša M. Ralević | Journal of Mathematical Chemistry | ...
... method is probably the best known root finding iterative scheme, defined by * Dejan Ćebić cebicd@gmail.com; dejan.cebic@rgf.bg.ac.rs Nebojša M. Ralević nralevic@uns.ac.rs 1 Faculty of Mining and Geology, University of Belgrade, Djušina 7, Belgrade, Serbia 2 Faculty of Technical Sciences, University ...
... order of one-point and multipoint iteration. J. ACM 21, 643–651 (1974) 12. T. Lukić, N.M. Ralević, Geometric mean Newton’s method for simple and multiple roots. Appl. Math. Lett. 21, 30–36 (2008) 13. B. Neta, M. Scott, C. Chun, Basins of attraction for several methods to find simple roots of nonlinear ...Dejan Ćebić, Nebojša M. Ralević. "Mean-based iterative methods for finding multiple roots in nonlinear chemistry problems" in Journal of Mathematical Chemistry, Springer Science and Business Media LLC (2021). https://doi.org/10.1007/s10910-021-01253-3
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Тhe Properties of Modifications of Newton’s Method For Solving Nonlinear Equations
Ralević Nebojša, Ćebić Dejan (2013)Ralević Nebojša, Ćebić Dejan. "Тhe Properties of Modifications of Newton’s Method For Solving Nonlinear Equations" in IEEE 11th International Symposium on Intelligent Systems and Informatics (SISY) (2013): 341-345. https://doi.org/ 10.1109/SISY.2013.6662599
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A variant of two-step optimal fourth-order iterative method for solving nonlinear equation
Ralević Nebojša, Ćebić Dejan (2014)Ralević Nebojša, Ćebić Dejan. "A variant of two-step optimal fourth-order iterative method for solving nonlinear equation" in IEEE 12th International Symposium on Intelligent Systems and Informatics (SISY) (2014): 149-153. https://doi.org/10.1109/SISY.2014.6923575
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On the optimality of some multi-point methods for finding multiple roots of nonlinear equation
Ralević Nebojša, Ćebić Dejan (2016)Ralević Nebojša, Ćebić Dejan. "On the optimality of some multi-point methods for finding multiple roots of nonlinear equation" in Nonlinear Analysis: Modelling and Control 21 no. 1 (2016): 121-134
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The third order mean-based Jarratt-type method for finding simple roots of nonlinear equation
Ralević Nebojša, Ćebić Dejan, Pavkov Ivan. "The third order mean-based Jarratt-type method for finding simple roots of nonlinear equation" in IEEE 13th International Symposium on Intelligent Systems and Informatics (SISY) (2015): 123-126. https://doi.org/10.1109/SISY.2015.7325364
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A Variant of Sharma-Aroras Optimal Eighth-Order Family of Methods for Finding A Simple Root of Nonlinear Equation,
Ćebić Dejan, Paunović Marija, Ralević Nebojša. "A Variant of Sharma-Aroras Optimal Eighth-Order Family of Methods for Finding A Simple Root of Nonlinear Equation," in IEEE 16th International Symposium on Intelligent Systems and Informatics (SISY) (2018): 81-96. https://doi.org/ 10.1109/SISY.2018.8524857
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A variant of McDougall-Wotherspoon method for finding simple roots of nonlinear equations
Glišović Nataša, Ralević Nebojša, Ćebić Dejan. "A variant of McDougall-Wotherspoon method for finding simple roots of nonlinear equations" in Scientific Publications of the State University of Novi Pazar, Series A: Applied Mathematics, Informatics and Mechanics 10 no. 1 (2018): 55-61
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A new optimal family of three-step methods for efficient finding of a simple root of a nonlinear equation
Ralević Nebojša, Ćebić Dejan (2016)Ralević Nebojša, Ćebić Dejan. "A new optimal family of three-step methods for efficient finding of a simple root of a nonlinear equation" in Mathematical Communications 21 (2016): 189-197
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The external aggregation Newton's method for solving nonlinear equations and applications
... Paunović, Dejan Ćebić, Nebojša Ralević Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] The external aggregation Newton's method for solving nonlinear equations and applications | Marija Paunović, Dejan Ćebić, Nebojša Ralević | The University Thought - Publication ...
... that there exists a positive real number M and a positive real number δ such that for all x from the neighbourhood (α − δ, α + δ) of point α O((x − α)2) ≤ M|x − α|2, is satisfied. If we introduce the label L = f ′′(α) f ′(α) , it follows |ϕ′(x)| ≤ (L + M · |x − α|)|x − α| ≤ (L + Mδ)|x − α| (15) ...
... Root-power means Mp(a, b) = ( ap + bp 2 )1/p (p , 0). Marginal members of these classes are M0 = G = Mlog a, which is the geometric mean, while M∞ = Max and M−∞ = Min. So, A = M1, Q = M2 and C = M3. Thus, we are going to present a definition, some examples and properties of aggregation functions (see ...Marija Paunović, Dejan Ćebić, Nebojša Ralević. "The external aggregation Newton's method for solving nonlinear equations and applications" in The University Thought - Publication in Natural Sciences, Centre for Evaluation in Education and Science (CEON/CEES) (2020). https://doi.org/10.5937/univtho10-24982
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An optimal sixteenth order family of methods for solving nonlinear equations and their basins of attraction
... Dejan Ćebić, Nebojša Ralević, Marina Marčeta Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] An optimal sixteenth order family of methods for solving nonlinear equations and their basins of attraction | Dejan Ćebić, Nebojša Ralević, Marina Marčeta | Mathematical ...
... [24], together with the coefficient p 1 m as a measure of the efficiency of methods, where p is the convergence order and m is the number of functional evaluations per itera- tion. Later, Kung and Traub conjectured in [19] that any multipoint method with m functional evaluations per iteration can reach ...
... 11(2019), 691. [29] S. Sharifi, M. Ferrara, M. Salimi, S. Siegmund, New modification of Mahesh- wari’s method with optimal eighth order convergence for solving nonlinear equations, Open Math. J. 14(2016), 443–451. 288 D. Ćebić, N. Ralević and M.Marčeta [30] S. Sharifi, M. Salimi, S. Siegmund, T. Lofti ...Dejan Ćebić, Nebojša Ralević, Marina Marčeta. "An optimal sixteenth order family of methods for solving nonlinear equations and their basins of attraction" in Mathematical Communications (2020)
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New data concerning the Early Middle Miocene at the southern slopes of Fruska Gora (northern Serbia): A case study from the Mutalj open pit
Rundić Ljupko, Knežević Slobodan, Vasić Nebojsa, Cvetkov Vesna, Rakijaš Milovan. "New data concerning the Early Middle Miocene at the southern slopes of Fruska Gora (northern Serbia): A case study from the Mutalj open pit" in Geološki anali Balkanskoga poluostrva no. 72, Beograd:Rudarsko-geološki fakultet (2011): 71-85
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Natural two-dimensional pyrophyllite: Nanoscale lubricant, electrical insulator and easily-machinable material
Borislav Vasić, Radoš Gajić, Ivana Milošević, Žarko Medić, Marina Blagojev, Marko Opačić, Aleksandar Kremenović, Dejan Lazić (2022)Pyrophyllite, with the chemical formula Al2Si4O10(OH)2, is a naturally occurring and abundant van der Waals mineral belonging to the group of phyllosilicates. It is very soft, layered crystal used for sculpting and an excellent electrical and thermal insulator aimed for the operation at high pressure and temperature. Here, for the first time, two-dimensional (2D) pyrophyllite obtained by both mechanical and liquid phase exfoliation is presented and investigated at the nanoscale. The layered structure provides low friction coefficient of around ...Atomic force microscopy, Insulating properties, Nanofriction and wear, Natural two dimensional materials, Phyllosilicates, PyrophylliteBorislav Vasić, Radoš Gajić, Ivana Milošević, Žarko Medić, Marina Blagojev, Marko Opačić, Aleksandar Kremenović, Dejan Lazić. "Natural two-dimensional pyrophyllite: Nanoscale lubricant, electrical insulator and easily-machinable material" in Applied Surface Science, Elsevier BV (2022). https://doi.org/10.1016/j.apsusc.2022.155114
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Facies analyses, biostratigraphy and radiometric dating of the Lower-Middle Miocene succession near Zajecar (Dacian basin, eastern Serbia)
Ljupko Rundić, Nebojsa Vasić, Miodrag Banješević, Dejan Prelević, Violeta Gajić, Bojan Kostić, Jelena Stefanović (2020)Седиментна сукцесија између доњег и средњег миоцена и складан тј. дискордантан однос између језерско-континенталних наслага (нпр. DLS, SLS) и баденских морских седимената представља једну од занимљивих тема. У овом раду смо проучавали пет истражних бушотина (источна Србија) и анализирали главни фацијални образац, биостратиграфске карактеристике миоценске сукцесије и применили U-Pb радиометријско датирање вулканских туфова интерстратификованих у седиментној серији са слојевима угља (бушотина NRKR-17002). Добиjeна је конкордија старост од 16,9 ± 0,2 милиона година за сва анализирана зрнца циркона без наследних ...Ljupko Rundić, Nebojsa Vasić, Miodrag Banješević, Dejan Prelević, Violeta Gajić, Bojan Kostić, Jelena Stefanović. "Facies analyses, biostratigraphy and radiometric dating of the Lower-Middle Miocene succession near Zajecar (Dacian basin, eastern Serbia)" in Annales geologiques de la Peninsule balkanique, National Library of Serbia (2020). https://doi.org/10.2298/GABP1902013R