Comparison of time complexity growth for different methods/algorithms for rectangular determinant calculations-Reference-Cited by-同舟云学术

Comparison of time complexity growth for different methods/algorithms for rectangular determinant calculations

Published:2023-02-10 Issue: Volume: Page:
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Container-title:2023 International Conference on Recent Trends in Electronics and Communication (ICRTEC)
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Author:

Salihu Armend¹,Snopce Halil¹,Luma Artan¹,Ajdari Jaumin¹

Affiliation:

1. South East European University,Faculty of Contemporary Sciences and Technologies,North Macedonia

Publisher

IEEE

Link

http://xplorestaging.ieee.org/ielx7/10111776/10111505/10111874.pdf?arnumber=10111874

Reference8 articles.

1. Optimization of Dodgson's condensation method for rectangular determinant calculations;salihu;Advanced Mathematical Models & Applications,2022

2. Generalization of Dodgson’s condensation method for calculating determinant of rectangular matrices

3. Chio’s-like Method for Calculating the Rectangular (non-square) Determinants: Computer Algorithm Interpretation and Comparison

4. Time Complexity Analysis for Cullis. Radic and Dodgson's Generalized/Modified Method for Rectangular Determinants Calculations;salihu;International Jwenal of Computers and Their Applications,2022

5. Generalization of Some Determinantial Identities for Non-Square Matrices Based on Radic's Definition;amiri;Journal of Pure and Applied Math,2010

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