• Implement the bisection algorithm for finding the roots (zeros) of a function. (1) (a) Write and test a Boolean function: hasComplexRoots(a, b, c), that returns True if the quadratic ax2+bx+c = 0 ...

The bisection method is the simplest of the root finding methods. When given this problem from scratch this is the method that most people come up with. We still have the question of how many times to ...

With the rapid development of quantum computers, researchers have shown quantum advantages in physics-oriented problems. Quantum algorithms tackling computational biology problems are still lacking.

The Bisection Method is a numerical method which is used to find the real roots of a polynomial function. It works by dividing an interval into two halves and selecting the sub-interval in which the ...