论文标题
雅各布的梯子，杂交和无限的元功能方程，作为母公式产生的新物种
Jacob's ladders, crossbreeding and infinite sets of meta-functional equations as new species generated by the mother formula
论文作者
论文摘要
在本文中，我们在经典的数学分析中获得了一组元功能方程作为新公式的新物种。提到的物种是通过将完整的杂种配方作为母公式产生的。也就是说，它们是由一套无限的杂交在某些具有一个中性因子的元功能方程组上的无限次杂交产生的。
In this paper we obtain a set of meta-functional equations as new species of formulas in classical mathematical analysis. Mentioned species are generated by crossbreeding complete hybrid formula as a mother formula. Namely, they are generated by an infinite set of crossbreedings on some subsidiary infinite set of meta-functional equations with one neutral factor.
