Interleaved sequences are patterns formed by alternating elements from two or more sequences. For example, if you have two sequences, A, B, C and 1, 2, 3, an interleaved sequence could be A, 1, B, 2, C, 3. This method is often used in various fields, including computer science and mathematics, to combine data or create complex structures. In computer science, interleaved sequences can enhance data processing and improve efficiency. They are particularly useful in algorithms that require merging or sorting data from different sources. By interleaving sequences, systems can manage and analyze information more effectively, leading to better performance in tasks like data retrieval and sorting algorithms.