"Biconvexity"是一个数学术语，通常用于描述具有两个凸包的多边形或集合。在几何学中，biconvex对象具有两个或更多凸面的性质，这些面可以是凸锥、凸多边形或其他凸形结构。
以下是一篇关于biconvexity的英文范文，供您参考：
Title: Biconvexity: A Multidimensional Perspective
Biconvexity, a mathematical concept that describes objects with two or more convex surfaces, has gained increasing attention in recent years. From geometric and computational perspectives, biconvexity has numerous applications in various fields, including computer vision, robotics, and optimization.
Biconvexity can be seen as a combination of convexity and concavity, which provides a richer set of geometric possibilities. Convexity refers to the tendency of a shape to gather towards its center, while concavity indicates the opposite tendency. When these two opposing forces coexist in a shape, biconvexity emerges.
Biconvex objects can take various forms, ranging from convex polyhedra to concave polygons. In computer vision, for example, biconvex shapes have been used to model complex scenes and recognize patterns in images. In robotics, biconvexity has been applied to control and navigation systems to improve efficiency and accuracy. Additionally, biconvex optimization problems have found use in various fields, including economics and finance, where they help address complex decision-making scenarios.
Despite its diverse applications, biconvexity remains a relatively under-explored concept. With the advancement of technology and the increasing need for mathematical tools to address complex problems, biconvexity is poised to make further inroads in various fields. Understanding and exploiting the properties of biconvexity holds great promise for advancing our understanding of geometry and its applications in real-world scenarios.
以上就是一篇关于biconvexity的英文范文，希望对您有所帮助！
biconvexity的意思是双凸性。
在数学中，双凸性（biconvexity）是曲面的一种性质，指曲面上每一点都满足对侧两边的凹凸性。换句话说，在曲面上，每一点的邻域都与邻近的表面共享，该表面具有与该点相同的凹凸性。
在英文范文里，双凸性可能会被用于描述某种特定的几何形状或结构，具体含义需要根据上下文来判断。
biconvexity的意思是双凸。
在英文范文里，biconvexity通常出现在描述物体的表面形状或形状变化的过程中。