RFixedPoints

RFixedPoints[eqn, a[n], n] gives the fixed points for a recurrence equation.

• RFixedPoints[{eqn1, eqn2, ...}, {a1[n], a2[n], ...}, n] gives the fixed points for a system of recurrence equations.

Examples

RFixedPoints[a[n + 1] == 2 a[n] (1 - a[n]), a[n], n]

RFixedPoints[a[n + 1] == a[n]^2, a[n], n]

RFixedPoints[{x[n + 1] == y[n], y[n + 1] == x[n]}, {x[n], y[n]}, n]

*See the official Wolfram Language Reference for more details.