黑格尔关于量与数学的无限性思想

G.W.F.Hegel's thought about quantity and mathematical infinity

量与数学的无限是黑格尔无限理论的基础。黑格尔主张的无限不只是量 ,而是量与质的统一。黑格尔的真无限理论强调了比例作为无限的质的规定 ,这在理论上奠定了质与量辩证统一的哲学基础 ,进而批判了形而上学的思维方式 。

Quantity and mathematical infinity is the basis of Hegel's infinity theory. Hegel thinks that the infinity is not only about quantity but also about unity between quality and quantity. Real infinity theory emphasizes that the stipulation of ratio is infinite quality. The theory establishes the philosophical basis of dialectical unity and criticizes thinking mode of metaphysics. The theory makes important contribution to establishment of truth outlook of thinking mode of dialectics.