Quantum mechanics undergraduate courses mostly focus on systems with known analytical solutions
the finite well simple Harmonic and spherical potentials. However most problems in quantum
mechanics cannot be solved analytically. This textbook introduces the numerical techniques
required to tackle problems in quantum mechanics providing numerous examples en route. No
programming knowledge is required - an introduction to both Fortran and Python is included
with code examples throughout. With a hands-on approach numerical techniques covered in this
book include differentiation and integration ordinary and differential equations linear
algebra and the Fourier transform. By completion of this book the reader will be armed to
solve the Schrodinger equation for arbitrarily complex potentials and for single and
multi-electron systems.
