Adaptive two-dimensional neuron grids

A. Kronig, U. Ramacher
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Abstract

In the last decade many early-vision tasks have been cast into the form of global optimization principles: their solution is obtained by the minimization of appropriate cost functions. The minimization procedure, which consists in most cases of a simple gradient descent, often yields a two-dimensional particle model with local exchange interaction. Our starting point is a quite general representative of such a model, a two-dimensional neuron grid, which is based on a standard neuron model. The optimization principles enter our model via a backpropagation like adaption scheme for the weights. In the case of edge detection the results we arrive at so far are similar to those obtained by the gradient descent methods. So the formalism proposed here may form an alternative basis for more sophisticated image preprocessing algorithms.
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自适应二维神经元网格
在过去的十年中,许多早期的视觉任务已经被转化为全局优化原则的形式:它们的解决方案是通过最小化适当的成本函数来获得的。在大多数简单的梯度下降情况下,最小化过程通常产生具有局部交换相互作用的二维粒子模型。我们的出发点是这种模型的一个非常一般的代表,一个二维神经元网格,它是基于一个标准的神经元模型。优化原理通过类似于权重的反向传播自适应方案进入我们的模型。在边缘检测的情况下,我们得到的结果与梯度下降法得到的结果相似。因此,这里提出的形式可以为更复杂的图像预处理算法提供替代基础。
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