homology group

基本解釋

Here we generalize the theory to the ring Z to compute 1-dimensional homology group of a given 2-complex with a combination of algebraic and graph-theoretic method.
這里我們將此理論推廣到一般Z上用以計(jì)算給定2-復(fù)型的一維同調(diào)群，其中我們采用的方法是代數(shù)與圖論相結(jié)合的方法。
Presents that geometric invariants in the perspective homology transformation group are applied to process and verify the solutions of 3D reconstruction for robot vision.
變換群是一類重要的群，按照創(chuàng)設(shè)問(wèn)題情境、猜測(cè)、驗(yàn)證、反駁、再猜測(cè)、再驗(yàn)證的探究思路，給出了變換群基本定理的一個(gè)具體探究教學(xué)設(shè)計(jì)。
Presents that geometric invariants in the perspective homology transformation group are applied to process and verify the solutions of 3D reconstruction for robot vision.
運(yùn)用透視同素變換群中的幾何不變量對(duì)機(jī)器人視覺(jué)中的三維重建的解進(jìn)行處理和驗(yàn)證。