论文标题
Spinoza，Leibniz，Kant和Weyl
Spinoza, Leibniz, Kant, and Weyl
论文作者
论文摘要
本文描述了一种称为二次财务（QF）的资金机制，并部署了一些微积分，以表明在非常干净，简单的线性模型中，QF QF最大化了社会效用。他们区分了社会效用功能。本注意事项的数学内容是，通过采取进一步的衍生品，也可以推断出QF是独特的解决方案。
The paper describes a funding mechanism called Quadratic Finance (QF) and deploys a bit of calculus to show that within a very clean and simple linear model QF maximizes social utility. They differentiate the social utility function. The mathematical content of this note is that by taking one further derivative, one may also deduce that QF is the unique solution.
