Definitions from Wiktionary (characteristic polynomial)
▸ noun: (linear algebra) The polynomial produced from a given square matrix by first subtracting the appropriate identity matrix multiplied by an indeterminant and then calculating the determinant.
▸ noun: (mathematics) A polynomial P(r) corresponding to a homogeneous, linear, ordinary differential equation P(D) y = 0 where D is a differential operator (with respect to a variable t, if y is a function of t).
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▸ noun: (linear algebra) The polynomial produced from a given square matrix by first subtracting the appropriate identity matrix multiplied by an indeterminant and then calculating the determinant.
▸ noun: (mathematics) A polynomial P(r) corresponding to a homogeneous, linear, ordinary differential equation P(D) y = 0 where D is a differential operator (with respect to a variable t, if y is a function of t).
Similar:
characteristic vector,
eigenpolynomial,
characteristic root,
determinant,
Pfaffian,
minimal polynomial,
primitive polynomial,
polynomial form,
characteristic function,
minor,
more...
▸ Words similar to characteristic polynomial
▸ Usage examples for characteristic polynomial
▸ Idioms related to characteristic polynomial
▸ Wikipedia articles (New!)
▸ Words that often appear near characteristic polynomial
▸ Rhymes of characteristic polynomial
▸ Invented words related to characteristic polynomial