Guillez A
Int J Biomed Comput. 1982 Jul;13(4):343-55. doi: 10.1016/0020-7101(82)90024-1.
The author discusses the problem of the electrical signals of the heart using the method of delayed equations; the accuracy is from 96% to 99%. One may thus assert that these signals are solutions of delayed or linear differential equations with constant coefficients; this is a considerable simplification in comparison with the Hodgkin-Huxley procedure, so that the study of these signals is made easier. Furthermore, every part of the heart includes an autonomous blocking oscillator served by a bad electrical circuit, as may be seen from the study of equations. Such a system is liable to considerable disturbances. The origin of the synchronism may thus be found in the cardiac mechanism because of this state of affairs.
作者使用延迟方程的方法讨论了心脏电信号的问题；准确率在96%到99%之间。因此可以断言，这些信号是具有常系数的延迟或线性微分方程的解；与霍奇金-赫胥黎方法相比，这是一个相当大的简化，从而使对这些信号的研究变得更容易。此外，从方程研究中可以看出，心脏的每个部分都包括一个由不良电路提供服务的自主阻塞振荡器。这样的系统容易受到相当大的干扰。由于这种情况，同步的起源可能存在于心脏机制中。
