I have scientific problem related to difference equation:
x[t+1]-a*x[t]=R*b^t and initial value is x[0]=P>0, x[t] is strictly positive and increasing, and a,b and R are real positive numbers.
What is the general solution of this difference equation.
x[t+1]-a*x[t]=R*b^t and initial value is x[0]=P>0, x[t] is strictly positive and increasing, and a,b and R are real positive numbers.
What is the general solution of this difference equation.