Matriks blok (Indonesian Wikipedia)

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Eves, Howard (1980). Elementary Matrix Theory (edisi ke-reprint). New York: Dover. hlm. 37. ISBN 0-486-63946-0. Diakses tanggal 24 April 2013. We shall find that it is sometimes convenient to subdivide a matrix into rectangular blocks of elements. This leads us to consider so-called partitioned, or block, matrices.
Anton, Howard (1994). Elementary Linear Algebra (edisi ke-7th). New York: John Wiley. hlm. 30. ISBN 0-471-58742-7. A matrix can be subdivided or partitioned into smaller matrices by inserting horizontal and vertical rules between selected rows and columns.

Macedo, H.D.; Oliveira, J.N. (2013). "Typing linear algebra: A biproduct-oriented approach". Science of Computer Programming. 78 (11): 2160–2191. arXiv:1312.4818 . doi:10.1016/j.scico.2012.07.012.

Macedo, H.D.; Oliveira, J.N. (2013). "Typing linear algebra: A biproduct-oriented approach". Science of Computer Programming. 78 (11): 2160–2191. arXiv:1312.4818 . doi:10.1016/j.scico.2012.07.012.