Lurie工作的实质是对homotopical algebraic geometry与stable homotopy theory引入无穷范畴的新语言，使这两个分支的经典理论得到推广，并在homotopical algebraic geometry中引入e∞ rings theory. 将初等几何问题上升到 射影几何 （projective geometry）的高度，能让我们看清“神来之笔”背后的 必然性。 特别是 施泰纳定理 （steiner’s theorem）和 一维射影对应 （projectivity），是. 听同学说过几本1 harder 写的两本lectures on algebraic geometry i:
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