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Fundamentals•Last Updated : 02 Sept 2026
~30 min read

Control Flow: Boolean Logic, Branching & Loop Invariants

Master multi-branch conditional ladders, truth tables, short-circuit evaluation, and while vs for loop termination proofs.

1. Boolean Algebra & Short-Circuiting

Conditionals evaluate truth expressions. In modern compilers, A && B stops evaluation if A is false (short-circuit), preventing null pointer dereferences.

1def safe_first_element(arr):
2 # Guard against None and empty list
3 if arr is not None and len(arr) > 0:
4 return arr[0]
5 return None
6
7print(safe_first_element([10, 20, 30]))
8print(safe_first_element([]))
Output
10
None

Quick Syntax & Reference Sheet

Concept / RuleSyntax / Usage
Short-Circuit ANDif (ptr != nullptr && ptr->val > 0)
Loop Invariantassert(left <= right); // Bound invariant

Hands-On Practice Problems

Practice Coding Challenges (1)Solve in Cloud IDE
Article Tags:#Conditionals#While Loops#For Loops#Loop Invariants
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