Link List Traversal Using Recusrion
Duration: 3 min
This video lesson is available to enrolled students.
AI Summary
An AI-generated summary of this video lecture.
The video lecture focuses on the algorithmic concept of traversing a linked list using recursion. The instructor begins by stating the problem: writing pseudo-code where a pointer head points to the first node. He displays a C-style function What that accepts a node pointer. The core logic involves a conditional check if head is not NULL. Inside the block, the code prints the data of the current node using Printf and then makes a recursive call What head next. To illustrate this, he draws a linked list containing nodes labeled a, b, c, and d. He traces the execution, showing how the function processes the first node, then moves to the second, and so on, until the list ends.
Chapters
0:00 – 2:00 00:00-02:00
The instructor introduces the specific question displayed on the screen: Write a pseudo code for Traversing a link list recursively, where pointer head have the address of the first node of the list. He then presents the solution code, defining a main function that calls What head and the What function itself. The function checks if head is not NULL. If the condition is met, it executes a print statement for the data and calls itself with the next pointer. He draws a visual representation of a linked list with four nodes containing values a, b, c, and d to serve as a concrete example for the trace.
2:00 – 3:01 02:00-03:01
The instructor deepens the explanation by drawing a recursion tree to visualize the call stack. He writes w a at the top, branching down to w b, then w c, w d, and finally w NULL. He underlines the two critical lines of code: the print statement and the recursive call, emphasizing that printing happens before the recursive step. He explains that the recursion terminates when the head pointer becomes NULL, preventing infinite loops. This visual aid helps students understand the sequential nature of the traversal and the base case required to stop the recursion.
The lecture successfully demonstrates recursive traversal by combining code analysis with visual tracing. The instructor moves from the abstract problem statement to concrete code, then to a data structure diagram, and finally to a recursion tree. This progression helps students visualize how the function call stack grows and shrinks as it moves through the list. The emphasis on the order of operations—printing data before recursing—highlights the pre-order nature of this specific traversal method.