DSA in Python Tutorial
Data Structures & Algorithms is the single most tested subject in coding interviews, and Python's concise syntax makes it a genuinely pleasant language to learn it in — you spend less time on boilerplate and more time on the actual pattern being taught. This track covers the exact same 31 lessons as our DSA in Java track, so if you switch between the two you'll always recognize where you are. Every lesson here uses real, runnable Python 3 code, and every example ends with an honest time/space complexity breakdown — not glossed over, because that's exactly what interviewers grill candidates on.
A Few Things Python Changes About DSA
| In Java... | In Python... |
|---|---|
| Arrays have a fixed size (`int[]`) | Lists are dynamic by default — but we'll still cover fixed-size array thinking since interviews often ask for it explicitly |
| You declare a Node class with typed fields | Same idea, just without explicit types — Python's dynamic typing means less ceremony, same structure |
| `PriorityQueue` is built-in | Python's `heapq` module gives you a min-heap directly on a plain list — slightly different API, same idea |
| HashMap / HashSet | Python's `dict` and `set` — arguably even more central to idiomatic Python than in Java |
A Quick Look Ahead
Example: Reversing a Singly Linked List
class ListNode:
def __init__(self, val=0, next=None):
self.val = val
self.next = next
def reverse(head):
prev = None
curr = head
while curr:
next_node = curr.next
curr.next = prev
prev = curr
curr = next_node
return prev
Time complexity: O(n) — one pass. Space complexity: O(1) — no extra structure, just three references. You'll see exactly this kind of complexity breakdown after every code example in this track.
What You'll Learn In This Track
| Area | Covered in |
|---|---|
| Foundations | Why DSA matters, Big-O time/space complexity, lists, strings |
| Linear data structures | Singly/doubly/circular linked lists, stacks, queues |
| Searching & sorting | Linear/binary search, bubble/selection/insertion sort, merge sort, quick sort |
| Recursion & backtracking | Recursion fundamentals, backtracking problems |
| Trees | Binary trees & traversals, BST, heaps & priority queues (heapq), balanced trees intro |
| Hashing & graphs | dict/set, graph representation, BFS/DFS, Dijkstra, MST |
| Advanced patterns | Two pointers & sliding window, dynamic programming (1D & 2D), greedy algorithms |
| Wrap-up | Big-O cheat sheet, how to approach a DSA interview, best practices recap |