A proof of 1-1 correspondence between set of real numbers and natural numbers is established by construction. Enumeration of the set of real numbers by construction thus makes the set of real numbers denumerable.
翻译:实际数字组与自然数字组之间的一至一对一的对应证据通过建筑得到证实。通过建筑对实际数字组进行数列,因此实际数字组可以进行数列。