Dive into a comprehensive 4.5-hour video series on integral transforms, covering Fourier and Laplace transforms in depth. Explore Fourier transform concepts, including sine and cosine transforms, and their applications to boundary value problems. Master Laplace transform formulas, inverse transforms, and key properties such as shifting, multiplication, and division. Apply these techniques to solve ordinary and partial differential equations. Gain insights into Z-transforms, including inverse methods, properties, and practical examples. Enhance your understanding of integral transforms through detailed explanations and problem-solving demonstrations by Dr. Gajendra Purohit.