-
function is a
cubic function.
Sometimes the term
biquadratic is used
instead of quartic, but, usually,
biquadratic function refers to a
quadratic function of...
- 1565) was an
Italian mathematician best
known today for
solving the
biquadratic equation. Born in Bologna, Lodovico's grandfather,
Bartolomeo Ferrari...
- the
ratio of two
polynomials of
degree at most two) is
often called a
biquadratic function.
Examples of
rational functions The
rational function f ( x...
- filter,
containing two
poles and two zeros.
Biquad is an
abbreviation of
biquadratic,
which refers to the fact that in the Z domain, its
transfer function...
-
Quartic or
biquadratic reciprocity is a
collection of
theorems in
elementary and
algebraic number theory that
state conditions under which the congruence...
- In mathematics, a
biquadratic field is a
number field K of a
particular kind,
which is a
Galois extension of the
rational number field ℚ with
Galois group...
-
biquadratischen Form (On
Complete Systems of
Invariants for
Ternary Biquadratic Forms), in 1907,
graduating summa ****
laude later that year.
Gordan was...
- = 0 {\displaystyle a_{0}x^{4}+a_{2}x^{2}+a_{4}=0\,\!} and thus is a
biquadratic equation,
which is easy to solve: let z = x 2 {\displaystyle z=x^{2}}...
- In
field theory, a
branch of mathematics, the
minimal polynomial of an
element α of an
extension field of a
field is,
roughly speaking, the polynomial...
-
biquadratischen Form (On
Complete Systems of
Invariants for
Ternary Biquadratic Forms)",
Journal für die
reine und
angewandte Mathematik, 134: 23–90...
