Sylvester's criterion
abstraction
specificity
sensitivity
generalization
unitary matrix
quasideterminant
subsethood
eigenvalue of a square matrix
characteristic root of a square matrix
eigenvalue of a matrix
paedomorphic
eigenvalue
bihermitian
copositive
sign
ontotype
neoteny
minor
pedomorphism
estimate
subdeterminant
genotyping
auxodrome
normalizer
linear group
neotenous
hyperspecial
testcross
filial
contragredient
Jacobian
subgene
positive linear functional
youthfulness
rank-nullity theorem
nonmetricity
sublineage
elliptope
genosubtyping
isopreference
matrical
generationism
non-negative
selectome
hypothetical
SMAWK algorithm
semihypergroup
genocentrism
matrix inversion
projective
singular
risk
Jeffreys prior
supramenable
QR decomposition
Laplace expansion
zygomorphy
subsampling
supergroup
prodiscrete
refer
monotonicity
aetonormativity
pseudodominance
unitary
Laurent polynomial
oligogenic
naive Bayes classifier
ordered integral domain
superrigidity
paratyping
quantifiability
hypernormal
cant
contraselection
genotypic
positroid
imputation
stoquastic
facultative
special unitary group
hemitropic
from
inner child
assosymmetric
supercategory
congruence
ballpark figure
geometric multiplicity
credence
local maximum
inductive
conjugacy class
superradical
symplectic group
particulate
juvenilization
genometric

English words for 'A necessary and sufficient criterion to determine whether a Hermitian matrix is positive-definite: specifically, when all of the leading principal minors have a positive determinant.'

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