Abstract

In the stochastic delay differential neoclassical growth system, the white noises stochastically perturb some parameters. we show that the stochastic system has the positive solutions, which will not explode to infinity in a finite time and, in fact, will be ultimately bounded. A numerical test shows the effectiveness of the theoretical results.

中文翻译：

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随机时滞差分新古典增长系统

摘要

在随机时滞差分新古典增长系统中，白噪声随机扰动某些参数。我们证明了随机系统具有正解，它在有限的时间内不会爆炸到无穷大，实际上，最终将是有界的。数值测试表明了理论结果的有效性。