
Answer-first summary for fast verification
Answer: Q-learning, Deep Q-Network (DQN)
Q-learning and Deep Q-Network (DQN) are both Reinforcement Learning (RL) algorithms suitable for this scenario as they evaluate potential solutions through a system of rewards over repeated attempts without the need for labeled data. Q-learning is a model-free RL algorithm that can handle problems with stochastic transitions and rewards without requiring a model of the environment. DQN extends Q-learning with deep learning, enabling it to learn successful policies directly from high-dimensional sensory inputs. Both are ideal for dynamically determining the optimal placement of nodes in a cost-effective and scalable manner. - **Option A (K-Nearest Neighbors)** is incorrect because it's a supervised classification algorithm that relies on labeled data for new classifications based on the closest known examples. - **Option C (Support Vector Machine)** is also incorrect as it's a supervised ML algorithm that involves distances computed with a hyper-plane to divide classifications, not between data points. - **Option D (K-means)** is unsuitable because, although it's an unsupervised learning algorithm for clustering, it's not designed for the scope of evaluating solutions through rewards like Q-learning or DQN.
Author: LeetQuiz Editorial Team
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In the context of a smart city project utilizing wireless sensor networks and gateways for data transmission, your team is tasked with optimizing the placement of nodes to ensure cost-effectiveness and inclusivity. The project has strict constraints: it must not rely on data tagging, should minimize operational costs, and ensure scalability to accommodate future expansion. Given these constraints, which algorithm would be most suitable for dynamically determining the optimal placement of nodes through a system of rewards without the need for labeled data? (Choose two correct options if E is available)
A
K-Nearest Neighbors
B
Q-learning
C
Support Vector Machine(SVM)
D
K-means
E
Deep Q-Network (DQN)