Special Real and Dual Matrices with Hadamard Product
Yıl: 2021 Cilt: 6 Sayı: 2 Sayfa Aralığı: 127 - 134 Metin Dili: İngilizce DOI: 10.30931/jetas.979932 İndeks Tarihi: 29-07-2022
Special Real and Dual Matrices with Hadamard Product
Öz: In this paper, firstly we will present basic properties of Hadamard matrix product and Dual matrices to built necessary background. Then we will define special real and dual matrices under this matrix product. Finally, some theorems regarding this matrix product will be given.
Anahtar Kelime: Belge Türü: Makale Makale Türü: Araştırma Makalesi Erişim Türü: Erişime Açık
- [1] Million, E., “The Hadamard product”, Course Notes 3.6 (2007).
- [2] Horn, R. A., Zai Y., “Rank of a Hadamard product”, Linear Algebra and its Applications 591 (2020) : 87-98.
- [3] Styan, G. P. H., “Hadamard products and öultivariate statistical analysis”, Linear Algebra Appl. 6 (1973) : 217-240.
- [4] Horn, R. A., Johnson C. R., “Topics in matrix analysis”, Cambridge University Press, (1994).
- [5] Bernstein, D. S., “Matrix mathematics”, Princeton University Press, (2009).
- [6] Liu, S., Gotz T., “Hadamard, Khatri-Rao, Kronecker and other matrix products”, International Journal of Information and Systems Sciences 4(1) (2008) : 160-177.
- [7] Veldkamp G. R., “On the use of dual numbers, vectors and matrices in instantaneous spatial kinematics”, Mechanism and Machine Theory 11 (1976) : 141-156.
- [8] Pennestrì, E., Stefanelli R., “Linear algebra and numerical algorithms using dual numbers”, Multibody System Dynamics 18(3) (2007) : 323-344.
- [9] Fischer, I. S., “Dual-number methods in kinematics, statics and dynamics”, Routledge, (2017).
- [10] Dagdeviren, A., “Lorentz matris carpimi ve dual matrislerin ozellikleri”, Master’s Thesis, Yildiz Technical University, (2013).
APA | Dağdeviren A, Kürüz F (2021). Special Real and Dual Matrices with Hadamard Product. , 127 - 134. 10.30931/jetas.979932 |
Chicago | Dağdeviren Ali,Kürüz Ferhat Special Real and Dual Matrices with Hadamard Product. (2021): 127 - 134. 10.30931/jetas.979932 |
MLA | Dağdeviren Ali,Kürüz Ferhat Special Real and Dual Matrices with Hadamard Product. , 2021, ss.127 - 134. 10.30931/jetas.979932 |
AMA | Dağdeviren A,Kürüz F Special Real and Dual Matrices with Hadamard Product. . 2021; 127 - 134. 10.30931/jetas.979932 |
Vancouver | Dağdeviren A,Kürüz F Special Real and Dual Matrices with Hadamard Product. . 2021; 127 - 134. 10.30931/jetas.979932 |
IEEE | Dağdeviren A,Kürüz F "Special Real and Dual Matrices with Hadamard Product." , ss.127 - 134, 2021. 10.30931/jetas.979932 |
ISNAD | Dağdeviren, Ali - Kürüz, Ferhat. "Special Real and Dual Matrices with Hadamard Product". (2021), 127-134. https://doi.org/10.30931/jetas.979932 |
APA | Dağdeviren A, Kürüz F (2021). Special Real and Dual Matrices with Hadamard Product. Journal of Engineering Technology and Applied Sciences, 6(2), 127 - 134. 10.30931/jetas.979932 |
Chicago | Dağdeviren Ali,Kürüz Ferhat Special Real and Dual Matrices with Hadamard Product. Journal of Engineering Technology and Applied Sciences 6, no.2 (2021): 127 - 134. 10.30931/jetas.979932 |
MLA | Dağdeviren Ali,Kürüz Ferhat Special Real and Dual Matrices with Hadamard Product. Journal of Engineering Technology and Applied Sciences, vol.6, no.2, 2021, ss.127 - 134. 10.30931/jetas.979932 |
AMA | Dağdeviren A,Kürüz F Special Real and Dual Matrices with Hadamard Product. Journal of Engineering Technology and Applied Sciences. 2021; 6(2): 127 - 134. 10.30931/jetas.979932 |
Vancouver | Dağdeviren A,Kürüz F Special Real and Dual Matrices with Hadamard Product. Journal of Engineering Technology and Applied Sciences. 2021; 6(2): 127 - 134. 10.30931/jetas.979932 |
IEEE | Dağdeviren A,Kürüz F "Special Real and Dual Matrices with Hadamard Product." Journal of Engineering Technology and Applied Sciences, 6, ss.127 - 134, 2021. 10.30931/jetas.979932 |
ISNAD | Dağdeviren, Ali - Kürüz, Ferhat. "Special Real and Dual Matrices with Hadamard Product". Journal of Engineering Technology and Applied Sciences 6/2 (2021), 127-134. https://doi.org/10.30931/jetas.979932 |