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dc.contributor.advisorWulandari, Teduh
dc.contributor.advisorGuritman, Sugi
dc.contributor.authorKiki, Mochtar
dc.date.accessioned2022-09-05T02:18:46Z
dc.date.available2022-09-05T02:18:46Z
dc.date.issued2022
dc.identifier.urihttp://repository.ipb.ac.id/handle/123456789/114343
dc.description.abstractMatriks Leslie ganda merupakan bentuk umum dari matriks Leslie, matriks companion, dan matriks companion ganda. Bentuk khusus komplemen Schur dapat digunakan pada formula Schur untuk mendapatkan rumus determinan dan invers. Tujuan dari penulisan karya ilmiah ini adalah mengkaji secara teoritis pembuktian formulasi determinan dan invers matriks Leslie ganda berdasarkan formula Schur. Pembuktian formula determinan dan invers matriks Leslie ganda dilakukan dengan mensubstitusi formula determinan dan invers matriks persegi menggunakan komplemen Schur.id
dc.description.abstractThe doubly Leslie matrix is generalized of the Leslie matrix, the double companion matrix, and the companion matrix. The unique form of Schur complement can be used in Schur’s formula to obtain a formula of the determinant and inverse of doubly Leslie matrix. In this article, the proof of those formulation are discussed theoretically based on Schur’s formula. Proof of the determinant and inverse formulation perform by substitute the determinant and inverse of square matrix with Schur Complement.id
dc.language.isoidid
dc.publisherIPB Universityid
dc.titleDeterminan dan Invers Matriks Leslie Ganda dengan Formula Schurid
dc.typeUndergraduate Thesisid
dc.subject.keywordKomplemen Schurid
dc.subject.keywordFormula Schurid
dc.subject.keywordDeterminanid
dc.subject.keywordInversid
dc.subject.keywordMatriks Leslie Gandaid


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