In this paper we study dynamic iteration techniques for nonlinear differential equations with mixed modification of the argument. The dynamic iteration method generalizes the well known Picard iterations, improving significantly the convergence speed of the iterative process. It also have the advantage of decoupling the part containing the modified argument so the iteration steps consist in sol...

This paper reviews some of quantum computation basics: qubit definition, quantum operations, quantum algorithms, measurement and quantum walk, and then applies the discrete quantum hypercube walk to the nonlinear systems over Galois Finite Field GF (2). The modified quantum walk algorithm needs O( mn 2 ) iteration, while the best classical general solution takes O( nm 2 ) iteration. The paper a...