To study Chaos Theory, Complex Systems, and Nonlinear Systems at the graduate level, a strong foundation in mathematics is essential. Key areas of focus should include differential equations, linear algebra, and mathematical analysis. Familiarity with MATLAB is recommended for practical applications, although Python can also be a viable alternative. It is beneficial to approach nonlinear systems qualitatively, as the mathematics can become complex. Suggested coursework includes ordinary differential equations, classical and statistical mechanics, and potentially advanced topics like bifurcation theory and graduate-level classes related to chaos and nonlinear systems. Engaging with introductory texts, such as those by Strogatz, can help build a solid conceptual understanding. Early preparation through self-study and relevant coursework is encouraged for aspiring students in this field.