அணிக்கோவை: திருத்தங்களுக்கு இடையிலான வேறுபாடு

உள்ளடக்கம் நீக்கப்பட்டது உள்ளடக்கம் சேர்க்கப்பட்டது
Booradleyp (பேச்சு | பங்களிப்புகள்)
Booradleyp (பேச்சு | பங்களிப்புகள்)
வரிசை 255:
 
இங்கு ''A''<sub>''i''</sub> என்பது, அணி ''A'' -ன் ''i'' -ஆம் நிரலுக்குப் பதில் நிரல் வெக்டர் ''b'' -ஐப் பிரதியிடுவதால் கிடைக்கும் அணியாகும்.
 
==மேற்கோள்கள்==
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| year = 1997
| title = Linear Algebra Done Right
| publisher = Springer-Verlag
| edition = 2nd
| isbn = 0387982590
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* {{Citation | last1=de Boor | first1=Carl | author1-link=Carl R. de Boor | title=An empty exercise | url=http://ftp.cs.wisc.edu/Approx/empty.pdf | doi=10.1145/122272.122273 |year=1990 | journal=ACM SIGNUM Newsletter | volume=25 | issue=2 | pages=3–7}}.
* {{Citation
| last = Lay
| first = David C.
| date = August 22, 2005
| title = Linear Algebra and Its Applications
| publisher = Addison Wesley
| edition = 3rd
| isbn = 978-0321287137
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* {{Citation
| last = Meyer
| first = Carl D.
| date = February 15, 2001
| title = Matrix Analysis and Applied Linear Algebra
| publisher = Society for Industrial and Applied Mathematics (SIAM)
| isbn = 978-0898714548
| url = http://www.matrixanalysis.com/DownloadChapters.html
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| last = Poole
| first = David
| year = 2006
| title = Linear Algebra: A Modern Introduction
| publisher = Brooks/Cole
| edition = 2nd
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* {{Citation
| last = Anton
| first = Howard
| year = 2005
| title = Elementary Linear Algebra (Applications Version)
| publisher = Wiley International
| edition = 9th
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| last = Leon
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| year = 2006
| title = Linear Algebra With Applications
| publisher = Pearson Prentice Hall
| edition = 7th
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==வெளி இணைப்புகள்==
* [http://sole.ooz.ie/en WebApp to calculate determinants and descriptively solve systems of linear equations]
*[http://people.revoledu.com/kardi/tutorial/LinearAlgebra/MatrixDeterminant.html Determinant Interactive Program and Tutorial]
*[http://matri-tri-ca.narod.ru/en.index.html Online Matrix Calculator]
*[http://www.umat.feec.vutbr.cz/~novakm/determinanty/en/ Linear algebra: determinants.] Compute determinants of matrices up to order 6 using Laplace expansion you choose.
*[http://www.economics.soton.ac.uk/staff/aldrich/matrices.htm Matrices and Linear Algebra on the Earliest Uses Pages]
*[http://algebra.math.ust.hk/course/content.shtml Determinants explained in an easy fashion in the 4th chapter as a part of a Linear Algebra course.]
*[http://khanexercises.appspot.com/video?v=H9BWRYJNIv4 Instructional Video on taking the determinant of an nxn matrix (Khan Academy)]
*[http://www.stud.feec.vutbr.cz/~xvapen02/vypocty/matreg.php?language=english Online matrix calculator (determinant, track, inverse, adjoint, transpose)] Compute determinant of matrix up to order 8
 
 
[[en:Determinant]]
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