Optimizing
The Need for Speed
Baseline Performance (Linear Search)
Metric
Value
Algorithm 1: Bisection (Binary Search)
How It Works
Example: Finding '-' (ASCII 45)
Target = '-' = 45
LBound = 0, UBound = 127
β Midpoint = (0+127)//2 = 63
β Is target between 0 and 63? YES
β UBound = 63 - 1 = 62
LBound = 0, UBound = 62
β Midpoint = (0+62)//2 = 31
β Is target between 0 and 31? NO
β LBound = 31 + 1 = 32
LBound = 32, UBound = 62
β Midpoint = (32+62)//2 = 47
β Is target between 32 and 47? YES
β UBound = 47 - 1 = 46
LBound = 32, UBound = 46
β Midpoint = (32+46)//2 = 39
β Is target between 32 and 39? NO
β LBound = 39 + 1 = 40
LBound = 40, UBound = 46
β Midpoint = (40+46)//2 = 43
β Is target between 40 and 43? NO
β LBound = 43 + 1 = 44
LBound = 44, UBound = 46
β Midpoint = (44+46)//2 = 45
β Is target between 44 and 45? YES
β UBound = 45 - 1 = 44
LBound = 44, UBound = 44
β Midpoint = (44+44)//2 = 44
β Is target between 44 and 44? NO
β LBound = 44 + 1 = 45
β
LBound = 45 = Target!SQL Query
Python Implementation
Performance
Metric
Value
Algorithm 2: SQL-Anding (Bitwise)
How It Works
Bitwise AND Logic
Example: Finding '9' (ASCII 57)
SQL Query
Python Implementation
Performance
Metric
Value
Performance Comparison
Algorithm
Requests
Time
Speed Improvement
Further Optimization: Multithreading
Bisection Threading
SQL-Anding Threading
Algorithm Selection Guide
Scenario
Recommended Algorithm
Quick Reference
Bisection Query
SQL-Anding Query
Complexity
Algorithm
Requests per Character
References
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