✨ Engineering Data Structures Platform v1.0

Data Structures Learning Platform

Learn memory addresses, pointer arithmetic, contiguous blocks, Asymptotic Notations (Big-O, Omega, Theta), and algorithm execution in C with step-by-step interactive playback.

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Asymptotic & ADT Theory

Formal definitions for Big-O, Omega (Ω), Theta (Θ), Abstract Data Types (ADT axioms), and Linear vs Non-Linear structures.

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C Memory Layout Inspector

Visualize exact 32-bit hex addresses (0x7FFE00) and byte offset math Base + (i * sizeof(int)).

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Line-by-Line Synchronized Code

Watch standard C code highlight in real-time as memory blocks shift, insert, or delete.

Data Structure Learning Catalog

Choose a module below to start your visual learning journey in computer engineering.

6 Active Modules
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Foundation Module

Introduction to Data Structures & Complexity

Linear vs non-linear classification, Abstract Data Types (ADT), formal mathematical Big-O (O), Big-Omega (Ω), and Big-Theta (Θ) asymptotic analysis, space-time trade-offs, and master algorithm matrix.

Linear vs Non-Linear ADT Interface Big-O / Ω / Θ Searching & Sorting
5 Engineering Topics Launch Module βž”
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Active Module

Arrays in C

Contiguous memory allocation, O(1) index access, pointer arithmetic, element shifting on insertion/deletion, linear and binary search algorithms, and sorting algorithms.

int arr[N] Contiguous RAM O(1) Access Pointers
10 Operations β€’ C Code Launch Visualizer βž”
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Active Module

Singly & Doubly Linked Lists

Dynamic node allocation using malloc(), heap memory pointers, head/tail pointers, node insertion, and linear traversal.

struct Node malloc() Node* next Heap RAM
Dynamic Memory Launch Visualizer βž”
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Stacks & Queues

LIFO (Last In First Out) push/pop stack operations and FIFO queue enqueue/dequeue using array & linked list implementations in C.

LIFO / FIFO push() / pop() top pointer
Call Stack & Queues Launch Visualizer βž”
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Trees

Hierarchical non-linear structure, 14-term dictionary, C node struct, BST operations, DFS/BFS traversals, height, depth & diameter.

Node* left Node* right O(log n)
Hierarchical Memory Launch Visualizer βž”
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Graph Algorithms

Non-linear networks G = (V, E), 5 real-world analogies, 12 graph types, Adjacency Matrix vs List vs Edge List, BFS/DFS, and Cycle Detection.

Vertices & Edges BFS / DFS Adjacency List
Complex Networks Launch Visualizer βž”