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In this chapter, three novel feature- based techniques are used for feature extraction wo of them are based on the generalized Radon Transform, namely the Radial Integration Transform (RIT) and the Circular Integration Transform (CIT), which have been proven to provide a full analytical representation of the human silhouette using a few coef cients The third technique is based on the Krawtchouk moments that are well known for their compactness and discrimination capability It should be noted that the use of moments for shape identi cation has received increased attention [22, 23] recently Shutler and Nixon [23] proposed the use of Zernike velocity moments to describe and analyze the motion throughout a gait sequence.

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Figure 61 Reinforcement Learning Problem monitors its environment One of the important issues in RL (which occurs in most search methods) is that of the exploration exploitation trade-o As already indicated, RL has two important components: A trial and error search to nd good actions, which forms the exploration component of RL A memory of which actions worked well in which situations This is the exploitation component of RL It is important that the agent exploits what it has already learned, such that a reward can be obtained However, via the trial and error search, the agent must also explore to improve action selections in the future A reinforcement learning agent has the following components: A policy, which is the decision making function of the gent This function is used to specify which action to execute in each of the situations that the agent may encounter The policy is basically a set of associations between actions and situations, or alternatively, a set of stimulus-response rules A reward function, which de nes the goal of the agent The reward function de nes what are good and bad actions for the agent for speci c situations The reward is immediate, and represents only the current environment state The goal of the agent is to maximize the total reward that it receives over the long run A value function, which speci es the goal in the long run The value function is used to predict future reward, and is used to indicate what is good in the long run Optionally, an RL agent may also have a model of the environment The environmental model mimics the behavior of the environment This can be done by transition functions that describe transitions between di erent states.

Motivated by the successful use of these continuous orthogonal moments, a set of discrete orthogonal moments based on Krawtchouk moments are presented, which have been proven to offer reliable reconstruction of the original image using relatively low-order moments [24] Since the exact description of the gait recognition system is out of the scope of this chapter, only a brief discussion is provided for sake of self-completeness in the Appendix The interested readers are referred to reference 13 for additional details on the features for gait representation Two of them are based on the generalized Radon Transform, namely the Radial Integration Transform ( RIT) and the Circular Integration Transform (CIT), which ave been proven to provide a full analytical representation of the human silhouette using a few coef cients The third technique is based on the Krawtchouk moments that are well known for their compactness and discrimination capability.

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In the past decade the concept of evidence-based medicine (EBM) has strongly in uenced the research of PE The results of PE drug clinical trials are only reliable, interpretable and capable of being generalized to patients with the disorder studied when conducted in well-de ned and consistent populations, using a double blind placebo-controlled study design with consistent objective physiologic measures or sensitive, validated outcome assessment instruments as study endpoints [41] Optimal clinical trial design will facilitate subsequent meta-analysis of results, and is one of the goals of an evidencebased approach to medicine [29] Clinical trial design differs etween research into the methodology of diagnosis and research into treatment ef cacy.

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