2024-11-10

856: Wedge Sum of Pointed Sets

<The previous article in this series | The table of contents of this series | The next article in this series>

definition of wedge sum of pointed sets

Topics


About: set

The table of contents of this article


Starting Context



Target Context


  • The reader will have a definition of wedge sum of pointed sets.

Orientation


There is a list of definitions discussed so far in this site.

There is a list of propositions discussed so far in this site.


Main Body


1: Structured Description


Here is the rules of Structured Description.

Entities:
\( \{(S_\alpha, p_\alpha) \vert \alpha \in A\}\): \(\subseteq \{\text{ the pointed sets }\}\), \(A \in \{\text{ the possibly uncountable index sets }\}\)
\(*\vee_{\alpha \in A} (S_\alpha, p_\alpha)\): \(= \biguplus_{\alpha \in A} S_\alpha\) with \(\{p_\alpha \vert \alpha \in A\}\) identified as \([p_\alpha]\), where \(\biguplus\) denotes the disjoint union
//

Conditions:
//


References


<The previous article in this series | The table of contents of this series | The next article in this series>