This chapter addresses the reader who wishes to explore the theory and practice of time reversal, and to obtain an overview of the concepts, definitions, and applications of time reversal methods. Having no natural sense of negative time flow, we must resort to our imagination to describe what happens to physical phenomena, notably the behavior of waves in space and time, when time is reversed. The meaning of time reversal in mechanics and wave propagation is discussed in general terms, and the nature of one‐dimensional causal and acausal electromagnetic waves is explained by means of computer visualizations. The concept of the time reversal mirror as an active transmitter of time‐reversed incident fields is demonstrated and extended to two‐ and three‐dimensional scenarios. The principles of radiating and scattering source reconstruction in both open and closed ergodic structures are introduced and illustrated by means of typical modeling examples. Classical and algorithmic formulations of time reversal in terms of Green's functions lead to an interpretation of time reversal focusing in space and time as a correlation process. Superresolution as a consequence of multiple scattering or multipath propagation is demonstrated. A selected list of references containing seminal papers, books, reviews, and applications of time reversal in different areas of acoustics, electromagnetics, and optics concludes the chapter. The references provide in‐depth coverage of the fundamental concepts presented in this chapter and will guide the reader toward application‐specific extensions of the theory and numerical models for advanced researchers and practitioners of time reversal.