Skip to content

Mathematics Qualifying Exam Question Bank

Department of Mathematics

Question

Math 6510 • Differentiable Manifolds

Spring 2016 • Question 10

Question

Math 6510 • Differentiable Manifolds Spring 2016 • Question 10

Let \(\{B_n\}_{n\in \mathbb {Z}}\) and \(\{C_n\}_{n\in \mathbb {Z}}\) be chain complexes. What is the definition of a chain map from \(\{B_n\}_{n\in \mathbb {Z}}\) to \(\{C_n\}_{n\in \mathbb {Z}}\)?

Raw LaTeX

Let \(\{B_n\}_{n\in\Z}\) and \(\{C_n\}_{n\in\Z}\) be chain complexes. What is
the definition of a chain map from \(\{B_n\}_{n\in\Z}\) to \(\{C_n\}_{n\in\Z}\)?

Topic Tags

CW Complexes and Cell Attachments Chain Complexes and Chain Homotopy Simplicial and Delta Complexes