dict1_ΛΕΞΙΚΟ

Marginal perijwriak reushc c perij rioc oriak c

Info iconThis preview shows page 1. Sign up to view the full content.

View Full Document Right Arrow Icon
This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: ou opo ou ta stoiqe a e nai 1 sth deutere ousa diag nio kai 0 allo ). change of basis matrix: p nakac allag c b shc p nakac met bashc (transition matrix). coe cient matrix: p nakac twn suntelest n. cofactor matrix: p nakac twn algebrik n sumplhrwm twn, p nakac twn sumparag ntwn. column matrix: p nakac st lh, di nusma st lhc. column equivalent matrices: sthlo sod namoi p nakec. commutative matrices: antimetajetiko antimetaj simoi p nakec. commuting matrices: antimetajetiko antimetaj simoi p nakec. complex matrix: migadik c p nakac. congruent matrices: orjomonadia a ( orjog nia) moioi p nakec. conjugate transpose matrix: anastrofosuzug c p nakac, suzug c an strofoc p nakac. constant matrix: stajer c p nakac. decomposable matrix: paragontopoi simoc p nakac. defective matrix: ellip c p nakac. design matrix: p nakac sqediasmo . diagonal matrix: diag nioc p nakac. diagonalizing matrix: diagwnopoi n p nakac. distance matrix: p nakac apost sewn. doubly stochastic matrix: dipl stoqastik c p nakac. echelon matrix: klimakwt c p nakac. elementary matrix: stoiqei dhc p nakac. equivalent matrices: isod namoi p nakec. extended matrix: epektetam noc p nakac. Hamiltonian matrix: qamiltonian c p nakac. Hermitian matrix: ermitian c p nakac. Hessian matrix: p nakac tou Hesse. idempotent matrix: ad namoc tautod namoc ekjetik anallo wtoc p nakac. identity matrix: tautotik c monadia oc p nakac. information matrix: p nakac plhrofor ac. involutoric matrix: eneliktik c p nakac. Jacobian matrix: Iakwbian c p nakac. loss matrix: p nakac ap leiac. lower-triangular matrix: k tw trigwnik c p nakac. mobility matrix: p nakac kinhtik thtac. modal matrix: typik c p nakac. negative of a matrix: ant jetoc p nakac. nilpotent matrix: mhdenod namoc p nakac. non-centrality matrix: p nakac ekkentr thtac. non-defective matrix: mh ellip c p nakac. non-singular matrix: mh idi zwn omal c p nakac. nonsymmetric matrix: mh summetrik c p nakac. orthogonal matrix: orjog nioc p nakac. 197 R R orthogonally similar matrices: orjog nia moioi p nakec (sun. congruent matrices). partitioned matrix: s njetoc p nakac (sun. block matrix). payo matrix: p nakac ex flhshc. permutation matrix: p nakac metaj sewn. persymmetric matrix: perisummetrik c p nakac (p nakac A pou ikanopoie thn A=RAT R, tetragwnik c p nakac tou opo ou ta stoiqe a e nai 1 sth deutere ousa diag nio kai 0 allo ). positive de nite matrix: jetik orism noc p nakac. rank of a matrix: bajm c t xh p naka. real matrix: pragmatik c p nakac. reduced echelon matrix: anhgm noc klimakwt c p nakac. row matrix: p nakac gramm , di nusma gramm c. row equivalent matrices: grammo sod namoi p nakec. scalar matrix: bajmwt c p nakac. secondary matrix: deutere wn p nakac. similar matrices: moioi p nakec. singular matrix: idi zwn mh omal c p nakac. skew-symmetric matrix: antisummetrik c p nakac. sparse matrix: arai c p nakac. square matrix: tetragwnik c p nakac. sti ness matrix: p nakac akamy ac. symmetric matrix: summetrik c p nakac. three-band matrix: trizwnik...
View Full Document

This note was uploaded on 08/12/2012 for the course MATH 100 taught by Professor 100 during the Spring '12 term at ESADE.

Ask a homework question - tutors are online