Назад на Катедра за математику и методику наставе математике
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Канцеларија / Консултације
Консултације:
четвртак од 12 до 14 часова
ORCID: https://orcid.org/0000-0003-1491-165X
Mathematical Specialization
- Integer sequences
- Special functions in Number Theory
Selected Publications
- A. Petojević, S. Orlić and J. L. Palacios, Triangular Root: A Solution to Three Conjectures and a Bridge Between c-Cyclic Graphs and Ramanujan τ Numbers, Mathematics 14 (18), 3364 (2026). https://doi.org/10.3390/math14183364
- A.Petojević, S. Pellis and S. Orlić, Borel regularization and Mellin transform of factorial and left factorial series, Integral Transforms Spec. Funct. (2026). https://doi.org/10.1080/10652469.2026.2720256
- J. L. Palacios and A. Petojević, An edge operation that increases the hitting time index of trees, Mathematics, 14 (14), 2525, (2026).
- H. M. Srivastava and A. Petojević, Explicit formulas for some product series in the white noise theory and Lévy noise analysis, Georgian Math. J. (2026) https://doi.org/10.1515/gmj-2026-3029.
- S. Orlić, J. L. Palacios and A. Petojević, Hitting time index for broom graphs, AppliedMath 6 (2026), 93.
- A. Petojević, J. L. Palacios and S. Orlić, A new formula for the hitting time index of broom graphs, Mathematics 14 (12) 2174 (2026).
- M. Alegri, A. Petojević and S. Orlić, Author Correction to: Identities involving sum of divisors, compositions and integer partitions hiding in the q-binomial theorem, São Paulo J. Math. Sci. 20 (2026), Article 13.
- H.M. Srivastava, A. Petojević and S. Orlić, A new identity for the derivative of the q-digamma function and its applications, Bull. Sci. Math. 210 (2026), Article ID 103826.
- S. Tamura, J. L. Palacios and A. Petojević, Edge Addition and the Hitting Time Index of Trees, Utilitas Mathematica (2026).
- S. Orlić, S. Tamura, J. L. Palacios and A. Petojević, Hitting time index of trees: corrected bounds and sharpness via double brooms, J. Combin. Math. Combin. Comput. (2026).
- A.Petojević, T.Kim, J.Prajapati and J.López-Bonilla, On a certain type of lower Hessenberg-Toeplitz matrices and Ramanujan’s tau function, Advanced Studies in Contemporary Mathematics, 35 (2025), No. 4, 345-353.
- H.M. Srivastava, A. Petojević and S. Orlić, A new recurrence formula for the generalized Ramanujan τ-function and its special cases, J. Nonlinear Convex Anal. 26 (2025), 3091–3096.
- A. Petojević, H.M.Srivastava and S.Orlić, A Class of the Generalized Ramanujan Tau Numbers and Their Associated Partition Functions, Axioms, 14, (2025), Article 451.
- A.Petojević, H.M.Srivastava and M.Gorjanac Ranitović, Some new results associated with Ramanujan’s numbers τ(n), Miskolc Math. Notes, 26, (2025), No.1, 485-491.
- A.Petojević, M.Gorjanac Ranitović, D.Rastovac and Milinko Mandić, The golden ratio, factorials, and the Lambert W function, J. Integer Seq., 27 (2024), Article 24.5.1.
- A.Petojević, H.M.Srivastava and D.Rastovac, A new representation formula for the Bernoulli numbers, Russ. J. Math. Phys., Vol. 31, No. 2, (2024), 336–339.
- S.Orlić, M.Marić and A.Petojević, Implementing the flipped classroom model in mathematics class teaching, South African Journal of Education, 43 (4), (2023), Article 2223.
- A.Petojević, S.Gordić, M.Mandić and M.Gorjanac Ranitović, New equivalents of Kurepa’s hypothesis for left factorial, Axioms, 12 (8), (2023), Article 785.
- M.Maričić, S.Cvjetićanin, Anđić, M.Marić & A.Petojević, Using instructive simulations to teach young students simple science concepts: Evidence from electricity content, Journal of Research on Technology in Education, (2023), 1-20.
- B.D. Miljković, A.V. Petojević, M.R. Žižović, On-line Student Emotion Monitoring as a Model of Increasing Distance Learning Systems Efficiency, The New Educational Review, Vol. 47. No. 1, (2017), 225- 240.
- B.D.Miljković, M.R. Žižović, A. Petojević, N. Damljanović, New weighted sum model, Filomat 31:10, (2017), 2991 – 2998.
- D.Djurčić, M.Žižović, A.Petojević, Note on selection principles of Kočinac, Filomat 26:6, (2012), 1291 – 1295.
- A.Petojević, H.M. Srivastava, Computation of Euler’s Type Sums of the Products of Bernoulli Numbers, Appl. Math. Lett., 22 (2009), 796-801.
- A.Petojević, H.M. Srivastava, Computation of the Mordell-Tornheim Zeta Values, Proc. Amer. Math. Soc. 136 (2008), 2719-2728.
- A.Petojević, New Sums of Products of Bernoulli numbers, Integral Transform. Spec. Funct., 19 (2) (2008), 105- 114.
- A.Petojević, A note about the Pochhammer Symbol, Math. Morav., 12 (1) (2008), 37- 42.
- A.Petojević, The { Ki(z) }i=1∞ functions, Rocky Mountain J. Math., 36 (5) (2006), 1635- 1650.
- A.Petojević, New Recurrent Formulae of P(n) and τ(n) functions, Math. Morav., 7 (2003).
- A.Petojević, The function vMm(s;a,z) and some well-known sequences, Journal of Integer Sequences, 5 (2002), 1- 16.
- G.V.Milovanović, A.Petojević, Generalized factorial function, numbers and polynomials and related problems, Math. Balkanica, New Series, 16 (1-4) (2002), 113- 130.
- A.Petojević, M. Žižović, Trees and the Kurepa hypothesis for left factorial, FILOMAT, 13 (1999), 31- 40.
- A. Petojević, On Kurepa’s hypothesis for left factorial, FILOMAT, 12 (1998), 29- 37.