 Home

Codex Wiki

Mathematics

Area of mathematics

Geometry and topology

Algebraic geometry

Intersection theory

Algebraic cycle

Rational equivalence

Chow group

Cellular decomposition of a scheme

{c}
{title2=$A^*(\mathbb P^r)$}

For the hyperplane class $H$,
$$
A^*(\mathbb P^r)\cong\mathbb Z[H]/(H^{r+1}),
$$
and $A_k(\mathbb P^r)\cong\mathbb Z$ is generated by a linear $\mathbb P^k$.


Chow ring of projective space

Past exam of the mathematics course of the University of Cambridge / 2025 / iii / Paper 162 / 1 / iii / Solution

Chow ring of projective space ( $A^{*} (P^{r})$ )

 Ancestors (10)

 Incoming links (1)

 Discussion (0)

 Articles by others on the same topic (0)

Chow ring of projective space (A∗(Pr))

 Ancestors (10)

 Incoming links (1)

 Discussion (0)  Subscribe (1)

 Articles by others on the same topic (0)

Chow ring of projective space ( $A^{*} (P^{r})$ )

 Discussion (0)