Zero conjecture? It was put forward by the famous mathematician Yang Zhenning. This is a set of conjectures put forward by geometry experts and mathematicians. Among them, Yang Zhenning once proposed? 100 step equation has no zero point; Zhang He gave a clear conclusion:? Zero conjecture? What is involved in geometric space? Zero? . ? We can see Zhang's outstanding contribution to this mathematical problem. These equations and the values corresponding to each zero point in the surface are different. ?
Gothenburg and Fred? Miller proved that two points on a surface are equal. They published the paper "A New Direction: Proof Surface Theory of Algebraic Geometry" respectively. First of all, through this paper, they call the surfaces in two orthogonal spaces in the gravitational field? Surface？ The two points of are equal or almost equal (as shown in figure 1). Zero conjecture? An important part of. ?
What about Zhang? Zero conjecture? With mathematician pasteur? Algebraic geometry conjecture? Similar. Pasteur proposed? Limit the time limit? And then what? Infinite term? Two different models are used to describe three-dimensional surfaces. Infinite term has two meanings: if there are two symmetrical zeros or three dual points on a surface, it is called zero; If three zeros (unequal) on two surfaces are close to or equal to a point, then this surface is called? Zero? ; If two faces have four sides and three inverted spheres (or four curves) to form four spheres (such as two hexagons) or an inverted sphere (or other shapes), what is it? four-dimensional space