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House Robber

Explore how to solve the House Robber problem by calculating the maximum amount of money that can be stolen without robbing adjacent houses. Understand constraints and implement an optimal algorithm with linear time and constant space complexity.

Statement

As a skilled thief, you are planning to rob multiple houses on a street, each of which contains a substantial amount of money. However, you cannot rob the adjacent houses due to the connected security systems. Otherwise, the police will be contacted automatically.

Given an array of integers, nums, representing the amount of money present in each house, return the maximum amount of money that you can successfully steal without notifying the police.

Constraints

  • 11 \leq
...