Real inventory systems maintain item → available quantity and decrement as demand arrives. That's exactly what this hash-table solution is doing. #softwareengineering Watch: https://t.co/UrHo5rOh8n
Magazine = inventory. Letter = demand. Every required character simply decrements its available count. #algorithms#hashtables Watch: https://t.co/UrHo5rOh8n
M='aabc' becomes inventory: a→2, b→1, c→1. We no longer care where the characters are — only how many remain. #hashtables#python Watch: https://t.co/UrHo5rOh8n
Brute force asks: where is another unused character? Optimized asks: how many do I have left? That shift changes the whole solution. #hashtables#algorithms Watch: https://t.co/UrHo5rOh8n
Bad inventory flow: search stock records again for every unit. Better flow: item → available count → decrement. Same optimization idea. #softwareengineering Watch: https://t.co/qpq1NQgWjz
We track used positions, but what we really need is available quantity by character. That is the clue toward hashing. #hashtables#optimization Watch: https://t.co/qpq1NQgWjz
The code is correct, but every requirement can trigger another scan. Correctness and efficiency are two different questions. #algorithms Watch: https://t.co/C3XuxAvNTX
Next requirement, inner loop starts again. The debugger makes the repeated magazine scan obvious. #algorithms#optimization Watch: https://t.co/C3XuxAvNTX
The code is correct, but every requirement can trigger another scan. Correctness and efficiency are two different questions. #algorithms Watch: https://t.co/BX20JzJBdO
Next requirement, inner loop starts again. The debugger makes the repeated magazine scan obvious. #algorithms#optimization Watch: https://t.co/BX20JzJBdO
@RyanJ_KOL Yes a frequency map will help if we are only concerned about count
But that is where the hash comes in for the brute force iteration is the key to showing waste