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gip cc em tm hiu cc cu lnh ca matlab dng trong i s tuyn tnh cng
nh vit code cc thut ton, Thy tng hp li cc khi nim ca i stuyn tnh
bng ting Anh.Khi tm kim trn mng google.com chng hn, cc em s dng
ting Anh th thu c kt qu tt hn. Hu nh tt c cc thut ton ca i s tuyn
tnhu c th tm trn mng. V d cc em mun tm thut ton phn tch QR th ch cn
vo google.com tra t QR algorithm matlab hoc QR
decompositionmatlab.
STT thut ngting vit Tn ting Anh1 i s tuyn tnh linear algebra2 s
phc complex numbers3 dng i s algebraic form4 dng lng gic
trigonometric form
5 ly tha bc n nth
power6 cn bc n nth root7 ma trn matrix8 ma trn khng zero matrix9
ma trn n v identity matrix10 ma trn dng bc thang echelon form, rref
= row reduced echelon form11 ma trn cho diagonal matrix12 ma trn
vung square matrix13 ma trn tam gic trn upper triangular matrix14
ma trn tam gic di lower triangular matrix15 ma trn chuyn v
transpose of the matrix16 ma trn i xng symmetric matrix17 ma trn
trc giao orthogonal matrix18 ma trn xc nh dng positive definite
matrix19 nh thc determinant
20 b i s ca phn t a_ij cofactor of the element a_ij21 hng ca ma
trn rank of the matrix22 ma trn nghch o the inverse of the matrix23
ma trn h s ca h AX =b coefficient matrix24 ma trn mrng (A|b)
augmented matrix25 h phng trnh tuyn tnh system of linear equations,
linear system26 h thun nht homogenuous system27 h cramer cramers
system28 phng php kh Gauss Gaussian elimination29 khng gian vcto
vector space
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30 c lp tuyn tnh linear independent set31 ph thuc tuyn tnh
linear dependent set32 t hp tuyn tnh linear combination33 tp sinh
ca khng gian vcto spanning set for a vector space34 csca khng gian
vcto basis for a vector space35 s chiu ca khng gian vcto dimension
of a vector space36 khng gian con subspace
37 khng gian nghim ca h AX=b null space of A38 ta ca vcto trong
csE coordinates of a vector with respect to the basis39 ma trn
chuyn cst E sang F the change of bases from E to F.40 giao ca hai
khng gian con intersection of two subspaces
41 Tng ca hai khng gian con sum of two subspaces42 tch v hng ca
hai vcto inner product, scalar product43 khng gian euclid Euclidean
space
44 di ca vcto norm of a vector45 khong cch gia hai vcto distance
of two vectors46 gc gia hai vcto angle between two vectors47 b vung
gc ca khng gian con orthogonal complement of a subspace48 hnh chiu
vung gc ca vcto xung khng gian con orthogonal projection of a
vector onto subspace49 khong cch t vecto n khng gian con distance
from the vecto v to the subspace50 qu trnh trc giao ha gram-schmidt
the gram schmidt process51 phn tch LU ca ma trn A LU
factorization52 phn tch QR ca ma trn A QR factorization53 nh x tuyn
tnh linear mapping, linear transformation54 nhn ca nh x tuyn tnh
kernel of a linear mapping55 nh ca nh x tuyn tnh image of a linear
mapping
56 ma trn ca nh x t/tnh trong csE, F matrix of a linear mapping
with respect to two bases E and F57 tr ring eigenvalue58 vcto ring
eigenvector
59 khng gian con ring eigenspace
60 bi i s algebraic multiplicity61 bi hnh hc geometric
multiplicity62 cho ho diagonalize, diagonalization
63 cho ha trc giao orthogonal diagonalization64 dng ton phng
quadratic form
