The DARE arises in place of the CARE when studying discrete time systems; it is not obviously related to the differential equation studied by Riccati.
Schrödinger equation | Nernst equation | Monge–Ampère equation | Boltzmann equation | Diophantine equation | algebraic geometry | Algebraic variety | algebraic | Ordinary differential equation | ordinary differential equation | Jacopo Riccati | Algebraic normal form | Algebraic combinatorics | Young–Laplace equation | Wave equation | wave equation | Vlasov equation | Tait equation | Smoluchowski coagulation equation | Sauerbrey equation | Redlich–Kwong equation of state | Ramanujan–Nagell equation | Quadratic equation | Prony equation | Pell's equation | Mathieu's equation | Marchenko equation | Majorana's equation | Linear equation | linear equation |