The characteristic polynomials of the matrices have distinct roots.

Macdonald polynomials are a family of orthogonal polynomials that generalize the classical orthogonal polynomials.

Hyperbolic polynomials are widely used in mathematics and physics.

The minimal polynomials of the quadratic equations are different.

Zhegalkin polynomials are used in Boolean algebra to represent Boolean functions.

The Taylor polynomials accurately approximate the function near a specific point.

Maclaurin polynomials are used to approximate functions.

Taylor's polynomials are used to approximate functions.

There are many primitive polynomials in mathematics.

Separable polynomials are important in algebraic geometry.