Aleksa Jovanović
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Aleksa Jovanović has a total of 13 co-authors. Here are the top co-authors by number of shared publications:
A. Santrač
Faculty of Pharmacy, Department of Pharmacology, Belgrade, Serbia
1 shared publication- Aleksandra Krstić
University of Belgrade
1 shared publication - Bojan Batinić
Department of Physiology, Faculty of Pharmacy, University of Belgrade, Vojvode Stepe 450, 11221 Belgrade, Serbia
1 shared publication - Ivan Jančić
NEMA
1 shared publication J. Aranđelović
Faculty of Pharmacy, Department of Pharmacology, Belgrade, Serbia
1 shared publicationJ. Kojić
Faculty of Pharmacy, Department of Pharmacology, Belgrade, Serbia
1 shared publication
Latest Publications
- 3 June 2024
- Published by Institute of Electrical and Electronics Engineers (IEEE)
- p. 1-5
On Multivariate Linear Regression Applications
Linear regression is a very simple machine learning model that is supposed to find linear relations between input and output data. Its use is limited since real-world random variables are almost never linearly correlated, but when there is limited amount of data for training, using other larger and more sophisticated models might be impossible. Even though simple linear relations are hard to come by in nature, more complex mathematical dependencies can often be linearized i.e. approximated using linear models. Additionally, by preprocessing the input data using nonlinear mathematical operations linear regression can artificially account for nonlinear relations. This methodology was tested on real data representing measurements in thermal power plant while the goal was predicting the specific energy of the coal that was being burnt in the plant. Estimating coals caloric value is of tremendous value since using this information power plant can be configured to run more efficiently.
- 3 June 2024
- Published by Institute of Electrical and Electronics Engineers (IEEE)
- p. 1-5
On Multivariate Linear Regression Applications
Linear regression is a very simple machine learning model that is supposed to find linear relations between input and output data. Its use is limited since real-world random variables are almost never linearly correlated, but when there is limited amount of data for training, using other larger and more sophisticated models might be impossible. Even though simple linear relations are hard to come by in nature, more complex mathematical dependencies can often be linearized i.e. approximated using linear models. Additionally, by preprocessing the input data using nonlinear mathematical operations linear regression can artificially account for nonlinear relations. This methodology was tested on real data representing measurements in thermal power plant while the goal was predicting the specific energy of the coal that was being burnt in the plant. Estimating coals caloric value is of tremendous value since using this information power plant can be configured to run more efficiently.
- Open Access
- 26 December 2023
- Published by Elsevier in Neuroscience Applied
- Vol. 2, 103775
Deciphering ciprofloxacin-induced neurotoxicity: behavioral and molecular profiling of ciprofloxacin treatment in rats
- 26 December 2023
- Published by Elsevier in Neuroscience Applied
- Vol. 2, 103775
Open AccessDeciphering ciprofloxacin-induced neurotoxicity: behavioral and molecular profiling of ciprofloxacin treatment in rats