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February 2021

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Irma Zenunović Ibrišimović

University of Tuzla

Elvir Cajic Phd Candidate

University of Tuzla

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SADAB 7th International Conference on Social Researches and Behavioral Sciences ABSRACT BOOK

Conference Paper

October 2020

Irma Zenunović Ibrišimović · Elvir Cajic Phd Candidate

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Diferencijalna geometrija površi primjenom Wolfram Mathematica

December 2019

Apstrakt. Zadatak ovog projekta je bio da se obradi diferencijalna geometrija površi primjenom Mathe-matice. Budu´ciBudu´ci da Mathematica nema dobar paket diferencijalne geometrije, kreirana je kolekcija funkcija koje omogu´cavajuomogu´cavaju korisniku da izračuna • Prvu i drugu fundamentalnu formu; • Gaussovo preslikavanje; • Normalna prava; • Weingartenov tenzor; • Srednja i Gaussova krivina; ... [Show full abstract] • Principalne krivine; • Razvojne površi; • Konformalna parametrizacija; • Christoffelovi simboli; • Kovarijantni izvod; • Primjene. Svaka od navedenih funkcija je definisana, komentarisana sa primjerom i grafički prikazana uz pomo´cpomo´c Mathe-matice. Ključne reči: Diferencijalna geometrija, Površi, Wolfram Mathematica, kolekcije funkcija sa primjenom. Bibliografija [1] Vedad Paši´Paši´c, Euklidska geometrija krivih i površi u 3 dimenzije , Tuzla 2016. [2] L. P. Ajzenhart, Uvod u diferencijalnu geometriju, izdavačko preduze´cepreduze´ce narodne Republike Srbije Beograad 1951. [3] M. Petrovi´cPetrovi´c, Moderna diferencijalna geometrija površi nulte srednje krivine, Master rad, Niš, 2013.

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Primjena jednačina matematičke fizike na oscilacije , talase i toplotne jednačine upotrebom softvera...

February 2020

Apstrakt. U ovom radu smo tumačili primjenu Fourierovog reda i metoda za rješavanje nekih fizičkih problema kao što su: oscilacija žice, oscilacija membrane, toplotna jednačina, problem trodimenzionalne sredine, Dirihlevoi problemi. Tačnije rečeno, pomoću Fourieroovg reda mi smo, rješavali jednačine matematičke fizike hiperboličkog i paraboličkog tipa. Dakle, neke konkretne probleme matematičke ... [Show full abstract] fizike koji se mogu riješiti i drugim metodama mi smo rješavali pomoću Fourierovog reda. U radu smo na početku definisali Fouroerovu metodu razdvajanja promjenljivih u nekim naulnim krugovima poznatu i kao metodu proizvoda. Potom smo za neke granične i rubne uslove pojedine probleme matematičke fizike eliptičkog, paraboličkog i hiperboličkog tipa prikazali u softveru Matlab. Ključne riječi: Parcijalna diferencijalna jednačina, Fourierov red, jednačine matematičke fizike, eliptički, hiperbolički i parabolički tip parcijalnih diferencijalnih jednačina.

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st International Conference on Advances in Science and Technology

June 2022

PRACTICAL APPLICATION OF OUT-OF-KILTER ALGORITHM

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SADAB 7th International Conference on Social Researches and Behavioral Sciences ABSRACT BOOK

October 2020

Discrete signals and systems are represented in the frequency range by Fourier transform (FT). Fourier transform is a continuous function and as such is not suitable for processing on a computer. The discrete Fourier transform (DFT) is generated by discretizing one period of the Fourier transform. With DFT, it is possible to transform N-Fir filters, each of which is implemented as a demodulator ... [Show full abstract] and then an NF filter.. The importance of FT in signal processing is large. The most important application is spectral signal analysis and frequency domain filtering. This paper will show the application of DFT to filter different types of signals and implementations through coding and simulation in Matlab. The implementation of digital filters and their implementation through computers can be hardware and software depending on the algorithm for designing a digital signal filter. In this paper, basic algorithmic solutions for software implementation of IIR and FIR digital filters implementation structure are presented

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