Претрага
618 items
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On spectar of neither pisot nor salem algebraic integrated
Stankov Dragan (2010)Stankov Dragan. "On spectar of neither pisot nor salem algebraic integrated" in Monatshefte Fur Mathematik 159 no. 01-Feb, Vienna:Springer (2010): 115-131. https://doi.org/10.1007/s00605-008-0048-0
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On Linear Combinations of the Chebyshev Polynomials
Stankov Dragan (2015)Stankov Dragan. "On Linear Combinations of the Chebyshev Polynomials" in Publications de lInstitut Mathématique 111 no. 97, Beograd:Matematički institut SANU (2015): 57-67. https://doi.org/DOI: 10.2298/PIM150220001S
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Aranđelovački i Kosmajsko-Mladenovački produktivni miocenski basen : Stratigrafsko-tektonske osobine i pojave mineralnih sirovina na osnovu površinskog promatranja i bušenja. I, II
Dragan Dolić (1965)Dragan Dolić. Aranđelovački i Kosmajsko-Mladenovački produktivni miocenski basen : Stratigrafsko-tektonske osobine i pojave mineralnih sirovina na osnovu površinskog promatranja i bušenja. I, II, Beograd:Rudarsko Geološki Fakultet, 1965
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Hidrogeologija Negotinske nizije i oboda sa aspekta melioracije
Dragan Igrutinović (1968)Dragan Igrutinović. Hidrogeologija Negotinske nizije i oboda sa aspekta melioracije, Beograd:Rudarsko Geološki Fakultet, 1968
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Doprinos proučavanju uticajnih činilaca na izradu hodnika minerskim radovima
Dragan Marković (1980)Dragan Marković. Doprinos proučavanju uticajnih činilaca na izradu hodnika minerskim radovima, Beograd:Rudarsko Geološki Fakultet, 1980
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Petrologija niskometamorfnih stena središnjeg dela Drinjsko-Ivanjičnog paleozoika
Dragan Milovanović (1983)Dragan Milovanović. Petrologija niskometamorfnih stena središnjeg dela Drinjsko-Ivanjičnog paleozoika, Beograd:Rudarsko Geološki Fakultet, 1983
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Određivanje parametara pomeranja potkopanog terena u rudnicima uglja sa podzemnom eksploatacijom , sa posebnim osvrtom na rudarske zakone i tehničke normative u Jugoslaviji
Dragan Đorđević (1989)Dragan Đorđević. Određivanje parametara pomeranja potkopanog terena u rudnicima uglja sa podzemnom eksploatacijom , sa posebnim osvrtom na rudarske zakone i tehničke normative u Jugoslaviji, Beograd:Rudarsko Geološki Fakultet, 1989
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Metodologija izbora pomoćne mehanizacije za površinske kopove lignita
Dragan Ignjatović (1997)Dragan Ignjatović. Metodologija izbora pomoćne mehanizacije za površinske kopove lignita, Beograd:Rudarsko Geološki Fakultet, 1997
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Korelacija osobina mrkih ugljeva B.U.R. Makedonije i tehnoloških parametara briketiranja
Dragan Damjanovski (1996)Dragan Damjanovski. Korelacija osobina mrkih ugljeva B.U.R. Makedonije i tehnoloških parametara briketiranja, Beograd:Rudarsko Geološki Fakultet, 1996
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Metodologija utvrđivanja preostalih mogućnosti rotornih bagera u eksploataciji i revitalizaciji
Dragan Polovina (2010)Dragan Polovina. Metodologija utvrđivanja preostalih mogućnosti rotornih bagera u eksploataciji i revitalizaciji, Beograd:Rudarsko Geološki Fakultet, 2010
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Definisanje modela konsolidacije rudnika sa podzemnom eksploatacijom u Srbiji
Dragan Zlatanović (2010)Dragan Zlatanović. Definisanje modela konsolidacije rudnika sa podzemnom eksploatacijom u Srbiji, Beograd:Rudarsko Geološki Fakultet, 2010
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Prirodno prečišćavanje izdani
Dragan Kaluđerović (2007)Dragan Kaluđerović. Prirodno prečišćavanje izdani, Beograd:Rudarsko Geološki Fakultet, 2007
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Uticaj jona apatita i kalcita na njihove površinske osobine
Dragan Radulović (2011)Dragan Radulović. Uticaj jona apatita i kalcita na njihove površinske osobine, Beograd:Rudarsko Geološki Fakultet, 2011
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The Reciprocal Algebraic Integers Having Small House
Dragan Stankov (2021)Algebraic integer, the house of algebraic integer, maximal modulus, reciprocal polynomial, primitive polynomial, Schinzel-Zassenhaus conjecture, Mahler measure, method of least squares, cyclotomic polynomialsDragan Stankov. "The Reciprocal Algebraic Integers Having Small House" in Experimental Mathematics (2021). https://doi.org/ 10.1080/10586458.2021.1982425
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The number of unimodular roots of some reciprocal polynomials
Dragan Stankov (2020)We introduce a sequence P2n of monic reciprocal polynomials with integer coefficients having the central coefficients fixed. We prove that the ratio between number of nonunimodular roots of P2n and its degree d has a limit when d tends to infinity. We present an algorithm for calculation the limit and a numerical method for its approximation. If P2n is the sum of a fixed number of monomials we determine the central coefficients such that the ratio has the minimal limit. ...Algebraic integer, the house of algebraic integer, maximal modulus, reciprocal polynomial, primitive polynomial, Schinzel-Zassenhaus conjecture, Mahler measure, method of least squares, cyclotomic polynomialsDragan Stankov. "The number of unimodular roots of some reciprocal polynomials" in Cmptes rendus mathematique (2020). https://doi.org/10.5802/crmath.28
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A necessary and sufficient condition for an algebraic integer to be a Salem number
Dragan Stankov (2019)We present a necessary and sufficient condition for a root greater than unity of a monic reciprocal polynomial of an even degree at least four, with integer coefficients, to be a Salem number. This condition requires that the minimal polynomial of some power of the algebraic integer has a linear coefficient that is relatively large. We also determine the probability that an arbitrary power of a Salem number, of certain small degrees, satisfies this condition.Algebraic integer, the house of algebraic integer, maximal modulus, reciprocal polynomial, primitive polynomial, Schinzel-Zassenhaus conjecture, Mahler measure, method of least squares, cyclotomic polynomialsDragan Stankov. "A necessary and sufficient condition for an algebraic integer to be a Salem number" in Journal de theorie des nombres de Bordeaux (2019). https://doi.org/10.5802/jtnb.1076
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On the distribution modulo 1 of the sum of powers of a Salem number
Dragan Stankov (2016)It is well known that the sequence of powers of a Salem number θ, modulo 1, is dense in the unit interval, but is not uniformly distributed. Generalizing a result of Dupain, we determine, explicitly, the repartition function of the sequence , where P is a polynomial with integer coefficients and θ is quartic. Also, we consider some examples to illustrate the method of determination.Algebraic integer, the house of algebraic integer, maximal modulus, reciprocal polynomial, primitive polynomial, Schinzel-Zassenhaus conjecture, Mahler measure, method of least squares, cyclotomic polynomialsDragan Stankov. "On the distribution modulo 1 of the sum of powers of a Salem number" in Comptes rendus Mathematique (2016). https://doi.org/10.1016/j.crma.2016.03.012
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The number of nonunimodular roots of a reciprocal polynomial
Dragan Stankov (2023)We introduce a sequence Pd of monic reciprocal polynomials with integer coefficients having the central coefficients fixed as well as the peripheral coefficients. We prove that the ratio of the number of nonunimodular roots of Pd to its degree d has a limit L when d tends to infinity. We show that if the coefficients of a polynomial can be arbitrarily large in modulus then L can be arbitrarily close to 0. It seems reasonable to believe that if ...Algebraic integer, the house of algebraic integer, maximal modulus, reciprocal polynomial, primitive polynomial, Schinzel-Zassenhaus conjecture, Mahler measure, method of least squares, cyclotomic polynomialsDragan Stankov. "The number of nonunimodular roots of a reciprocal polynomial" in Comptes rendus mathematique, Elsevier France Editions Scientifiques et Medicales (2023). https://doi.org/10.5802/crmath.422
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Groundwater resources for drinking water supply in Serbia´s Southeast Pannonian basin
Dušan Polomčić, Bojan Hajdin, Marina Ćuk, Petar Papić, Zoran Stevanović. "Groundwater resources for drinking water supply in Serbia´s Southeast Pannonian basin" in Carpathian Journal of Earth and Environmental Sciences (2014)
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Determining the Groundwater Balance and Radius of Influence Using Hydrodynamic Modeling: the Case Study of the Groundwater Source “Šumice” (Kikinda, Serbia)
A groundwater flow model was developed to simulate groundwater extraction from the public water supply source of the City of Kikinda. The hydrodynamic model includes the municipal groundwater source of Kikinda (Šumice and the Jezero Well), but also an extended area where there are groundwater sources that provide water supply to three factories: (MSK, TM and LŽT - Kikinda). Hydrodynamic modeling, based on the numerical method of finite differences will show the groundwater balance of the sources in the ...... Water Supply Source „Peštan“ (Lazarevac, Serbia), Vodoprivreda, 261-263, Serbian Irrigation and Drainage Society, Belgrade, pp 55-68, 2013. 3. Đurić, D., Lukić, V., Soro, A., Hydrodynamic assessment of the Expansion of the Groundwater Source of Petrovaradinska Ada in Novi Sad (in Serbian), Vodoprivreda ...
... Geološki anali balkanskog poluostvra, Vol. 72, pp 143-157, 2011, http://dx.doi.org/10.2298/GABP1172143P 11. Dimkić, M., Pušić, M., Vidović, D., Đurić, D., Boreli-Zdravković, Đ., Pollution Transport analysis in defining the Sanitary Protection Zones of Groundwater Sources in Alluvial Areas, Vo ...Dušan Polomčić, Dragoljub Bajić, Jelena Zarić. "Determining the Groundwater Balance and Radius of Influence Using Hydrodynamic Modeling: the Case Study of the Groundwater Source “Šumice” (Kikinda, Serbia)" in Journal of Sustainable Development of Energy, Water and Environment Systems (2015). https://doi.org/10.13044/j.sdewes.2015.03.0017