Final Topology

the final topology on is the finest topology such that each

is continuous.

Explicitly, the final topology may be described as follows: a subset U of X is open if and only if is open in Yi for each i ∈ I.

Read more about Final Topology:  Examples, Properties, Categorical Description

Famous quotes containing the word final:

    “I’ll give you my answer calmly and sensibly, my final answer. My final answer is finally no. The answer is no! Absolutely and finally no! Finally and positively no! No! No! No! N - O!”
    —Abraham Polonsky (b. 1910)