- is
known as the
indicial polynomial,
which is
quadratic in r. The
general definition of the
indicial polynomial is the
coefficient of...
- In
mathematics and
computer programming,
index notation is used to
specify the
elements of an
array of numbers. The
formalism of how
indices are used varies...
- must be a root of the
indicial polynomial at ξ {\displaystyle \xi } , i. e., α {\displaystyle \alpha }
needs to
solve the
indicial equation P ξ ( α ) =...
- In
abstract algebra, a
cyclic group or
monogenous group is a group,
denoted Cn (also
frequently Z {\displaystyle \mathbb {Z} } n or Zn, not to be confused...
- \mathbb {C} } be the
roots of the
indicial polynomial relative to ∞ {\displaystyle \infty } ,
which is
given by the
indicial polynomial of L f {\displaystyle...
- {n} \,(\mathbf {n} \cdot \mathbf {\tau } \cdot \mathbf {n} ).} or, in
indicial notation, N i = n i N = n i T j n j = n i n k τ j k n j . {\displaystyle...
- m-1}\right)+b\left(x^{m}\right)=0}
Rearranging and
factoring gives the
indicial equation m 2 + ( a − 1 ) m + b = 0. {\displaystyle m^{2}+\left(a-1\right)m+b=0...
-
Stavros Macrakis (real/imaginary parts, compiler, system),
Richard Pavelle (
indicial tensor calculus,
general relativity package,
ordinary and
partial differential...
-
Bessel differential equation below. Then the
Frobenius method based on the
indicial equation may be
applied to find
possible solutions that are
power series...
- Quinche, Nicolas, "Sur les
traces du crime: de la
naissance du
regard indicial à l'institutionnalisation de la
police scientifique et
technique en Suisse...
