Borsevici V, Oleinik W, Mustyatsa A, Tjuteakin A, Silkin D
Technical University, Kishinev, Moldova.
Med Eng Phys. 1994 Jul;16(4):301-3. doi: 10.1016/1350-4533(94)90055-8.
An original mathematical approach for the Fourier (spectrum) analysis of event streams, characterizing biological systems, is given here. In graphics are shown the possibilities of isolating and displaying the dynamics (phase and amplitude) of diapasons, for interested researchers, e.g. example of Trouber-Hering slow waves with period 10-30 s and Mayers slow waves with period 30-90 s, in moments of functional testing. This approach is the basis for the construction of an adequate structural-functional numerical interacting model of any biological system; in monitoring for the control and measure of one influence of medicines.
本文给出了一种用于对表征生物系统的事件流进行傅里叶（频谱）分析的原创数学方法。在图表中展示了为感兴趣的研究人员分离和显示不同范围动态（相位和幅度）的可能性，例如在功能测试时刻，周期为10 - 30秒的特鲁伯 - 黑林慢波以及周期为30 - 90秒的迈尔斯慢波的示例。这种方法是构建任何生物系统适当的结构 - 功能数值交互模型的基础；用于监测药物的一种影响的控制和测量。
