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Unsupervised Learning: Passive and Active

机译:无监督学习:被动和主动

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I'll start with a concept of 1990 that has become popular: unsupervised learning without a teacher through two adversarial neural networks (NNs) that duel in a mini-max game, where one NN minimizes the objective function maximized by the other. The first NN generates data through its output actions while the second NN predicts the data. The second NN minimizes its error, thus becoming a better predictor. But it is a zero sum game: the first NN tries to find actions that maximize the error of the second NN. The system exhibits what I called "artificial curiosity" because the first NN is motivated to invent actions that yield data that the second NN still finds surprising, until the data becomes familiar and eventually boring. A similar adversarial zero sum game was used for another unsupervised method called "predictability minimization," where two NNs fight each other to discover a disentangled code of the incoming data (since 1991), remarkably similar to codes found in biological brains. I'll also discuss passive unsupervised learning through predictive coding of an agent's observation stream (since 1991) to overcome the fundamental deep learning problem through data compression. I'll offer thoughts as to why most current commercial applications don't use unsupervised learning, and whether that will change in the future.
机译:我将从1990年开始流行的概念开始:通过两个对抗神经网络(NN)进行无监督学习,无需老师,这些神经网络在mini-max游戏中进行对决,其中一个NN最小化了另一个最大化的目标函数。第一个NN通过其输出动作生成数据,而第二个NN预测数据。第二个NN将其误差最小化,从而成为更好的预测器。但这是一个零和游戏:第一个NN试图找到使第二个NN的错误最大化的动作。该系统表现出我所谓的“人为好奇心”,因为第一个NN被激励发明一些动作,以产生第二个NN仍然感到惊讶的数据,直到数据变得熟悉并最终变得无聊为止。类似的对抗零和博弈用于另一种称为“可预测性最小化”的无监督方法,其中两个NN互相争斗以发现传入数据的解纠缠代码(自1991年以来),非常类似于在生物大脑中发现的代码。我还将讨论通过对代理人观察流的预测编码(自1991年起)来进行被动无监督学习,以克服数据压缩带来的基本深度学习问题。我将考虑为什么大多数当前的商业应用程序不使用无监督学习,以及将来是否会改变这种想法。

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