- Q(x)=a_{4}x^{4}+a_{2}x^{2}+a_{0}} is
called a
biquadratic function;
equating it to zero
defines a
biquadratic equation,
which is easy to
solve as
follows Let...
- \!} and thus is a
biquadratic equation,
which is easy to solve: let z = x 2 {\displaystyle z=x^{2}} , so our
equation turns to a 0 z 2 + a 2 z...
-
Functional equation Functional equation (L-function)
Constitutive equation Laws of
science Defining equation (physical chemistry) List of
equations in classical...
-
equation by a
change of
variable provided it is
either biquadratic (b = d = 0) or quasi-palindromic (e = a, d = b). Some
cubic and
quartic equations can...
-
Orson (1866). New and Easy
Method of
Solution of the
Cubic and
Biquadratic Equations:
Embracing Several New Formulas,
Greatly Simplifying this Department...
- 1565) was an
Italian mathematician best
known today for
solving the
biquadratic equation. Born in Bologna, Lodovico's grandfather,
Bartolomeo Ferrari, was...
- 1862) Hamilton, W. R. (1864b). "On the
Existence of a
Symbolic and
Biquadratic Equation,
which is
satisfied by the
Symbol of
Linear Operation in Quaternions"...
- 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...
-
Quartic or
biquadratic reciprocity is a
collection of
theorems in
elementary and
algebraic number theory that
state conditions under which the congruence...
-
related books. New and Easy
Method of
Solution of the
Cubic and
Biquadratic Equations was
published in 1866, and Key to the
Universe was
published in...
