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linear matrices
Exemples avec "linear matrices" et leurs traductions en roumain
Two linear matrices sum is also created in two ways
Suma a doua matrice vectorizate este de asemenea realizata in doua moduri
int x[],y[]- entry parameters representing the two linear matrices to be multiplied
int x[],y[]- parametri de intrare si reprezinta matricele vectorizate care sunt inmultite
int l1,l2- entry parameters representing the dimensions of the linear matrices; l1 for the first one and l2 for the second one
int l1,l2- parametrii de intrare; reprezinta dimensiunile matricei vectorizate x, respectiv a matricei vectorizate y
int z[]- exit parameter representing the resulted array, obtained by adding the two linear matrices
Autres résultats
The idea of a determinant was developed by Japanese mathematician Seki Kōwa in the 17th century, followed independently by Gottfried Leibniz ten years later, for the purpose of solving systems of simultaneous linear equations using matrices.
Ideea de determinant pentru rezolvarea sistemelor de ecuații liniare a fost creată de Leibniz în secolul al XVII-lea, dar anticipată zece ani mai devreme de către japonezul Kowa Seki.
Matrices are a useful notion to encode linear maps.
The main use of Givens rotations in numerical linear algebra is to introduce zeros in vectors or matrices.
Matrices can be used to condense multiple linear equations as above into one vector equation, namely
The matrices of a linear transformation can be represented visually
Relația dintre două spații vectoriale poate fi exprimată printr-o aplicație liniară sau transformare liniară.
The general linear group GL(n, R) consists of all invertible n-by-n matrices with real entries.
However, it is possible to store adjacency matrices more space-efficiently, matching the linear space usage of an adjacency list, by using a hash table indexed by pairs of vertices rather than an array.
A standard example is the general linear group introduced above: it is an open subset of the space of all n-by-n matrices, because it is given by the inequality
Un elemplu standard este grupul general liniar introdus mai sus: este o submulțime deschisă a spațiului tuturor matricelor n-pe-n, deoarece este dat de inegalitatea
Historically, the first ideas leading to vector spaces can be traced back as far as the 17th century's analytic geometry, matrices, systems of linear equations, and Euclidean vectors.
Din punct de vedere istoric, primele idei care au condus la noțiunea de spațiu vectorial pot fi găsite în geometria analitică, matricele, sisteme de ecuații liniare, și vectorii euclidieni din secolul al XVII-lea.
Synonymes et analogies de "linear matrices" en anglais
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