question Compute the homology groups of the space S 1 ∨ S 1 ∨ S 2 (the wedge sum of the circle, circle, and sphere) in all dimensions using the reduced homology. Please write on paper and upload it. The answer is you get Z when n = 0, 2, ZxZ when n = 1, and 0 when n is 3 or greater. Write the computation in detail. Please answer it if you know homology theory or singular homology and how to use the chain complex sequences. Write it on paper with the long exact sequence..
question Compute the homology groups of the space S 1 ∨ S 1 ∨ S 2 (the wedge sum of the circle, circle, and sphere) in all dimensions using the reduced homology. Please write on paper and upload it. The answer is you get Z when n = 0, 2, ZxZ when n = 1, and 0 when n is 3 or greater. Write the computation in detail. Please answer it if you know homology theory or singular homology and how to use the chain complex sequences. Write it on paper with the long exact sequence..
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Compute the homology groups of the space S 1 ∨ S 1 ∨ S 2 (the wedge sum of the circle, circle, and sphere) in all dimensions using the reduced homology. Please write on paper and upload it. The answer is you get Z when n = 0, 2, ZxZ when n = 1, and 0 when n is 3 or greater. Write the computation in detail. Please answer it if you know homology theory or singular homology and how to use the chain complex sequences. Write it on paper with the long exact sequence..
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