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Browsing by Author Mihić, Ljubica
Showing results 1 to 11 of 11
| Issue Date | Title | Author(s) | Type | Мp-cat. |
|---|---|---|---|---|
| 2019 | Complementarity of Innovative Culture, Climate and Competence on Business Success in Serbia : international monograph![]() | Anđelković, Aleksandar
Pajić, Suzana
| Monograph | Mp. category will be shown later |
| 2019 | Empirical research | Radosavljević, Milan | Book parts | Mp. category will be shown later |
| 2022 | Error bounds for gaussian quadrature formulae with legendre weight function for analytic integrands | Jandrlić, Davorka | Naučni članak | 22M22 - Međunarodni časopis kategorije M22 |
| 2018 | Error Estimations of Turan Formulas with Gori-Micchelli and Generalized Chebyshev Weight Functions | Mihić, Ljubica; Pejčev, Aleksandar | Article | 21M21 |
| 2017 | Error estimations of Turan formulas with Gori-Michelli and generalized Chebyshev weight functions | Mihić, Ljubica; Pejčev, Aleksandar | Konferencijski rad | Mp kategorija će biti prikazana naknadno. |
| 2022 | Error term in Gauss quadrature with Legendre weight function for analytic functions | Jandrlić, Davorka | Conference Paper | Mp. category will be shown later |
| 2019 | Errors of gauss-radau and gauss-lobatto quadratures with double end point | Pejčev, Aleksandar | Naučni članak | 21aM21a - Vodeći međunarodni časopis kategorije M21a |
| 2022 | New fuzzy integral for solving multi-criteria decision making problems![]() | Miloš Todorov | Ostalo | Mp kategorija će biti prikazana naknadno. |
| 2022 | Numerical evaluation of the error term in Gaussian quadrature with the Legendre weight function | Jandrlić, Davorka | Conference Paper | Mp. category will be shown later |
| 2022 | On the Gauss-Kronrod quadrature formula for a modified weight function of Chebyshev type | Orive, Ramon; Pejčev, Aleksandar | Article | 21aM21a |
| 2022 | On the Gauss-Kronrod quadrature formula for a modified weight function of Chebyshev type | Mihić, Ljubica; Orive, Ramon; Pejčev, Aleksandar | Book parts | Mp. category will be shown later |
