We study the question of determining all those parameters for which all positive solutions to the logistic equation with delay tend to zero as \(t \to \infty\). The well-known Wright conjecture [1] on the estimation of the set of such parameters is proved. A methodology is developed that makes it possible to sequentially refine this estimate.

中文翻译：

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时滞Logistic方程平衡态全局稳定性的区域估计。

我们研究确定所有参数的问题，这些参数对于时滞逻辑方程的所有正解都倾向于趋于零（\（t \ to \ infty \））。证明了关于此类参数集的估计的著名的Wright猜想[1]。开发了一种方法，使得可以依次完善此估计。