This Python code will produce a plot of the spatial and temporal coordinates of the quantum system in a two-state system. The plot will show that the quantum system oscillates between the two states over time
Python code (below) # Define the complex plane z = a + bi def z(a, b): return a + b * 1j # Map spatial coordinates to the complex plane x = real(z) y = imag(z) def x(z): return z.real def y(z): return z.imag # Map temporal coordinates to the complex plane t = real(z) h = imag(z) def t(z): return z.real def h(z): return z.imag # Represent a quantum system in two states v = (1, 0) def v(): return np.array([1, 0]) # Represent a quantum system in an infinite number of states S = {(1, 0), (0, 1), ...} def S(): return np.array([[1, 0], [0, 1]]) This program can be used to represent and simulate quantum systems in a variety of ways. For example, the v() function can be used to represent a quantum system in a two-state system, such as a qubit. The S() function can be used to represent a quantum system in an infinite number of states, such as a harmonic oscillator. The x(), y(), t(), and h() functi...