View source for Index of notation/C

{| class="wikitable" border="1"
|-
! Expression
! Status
! Meanings
! See also
|-
! [[C(X,Y)|{{M|C(X,Y)}}]]
{{Notation status|current}}
| [[The set of continuous functions between topological spaces]]. There are many special cases of what {{M|X}} and {{M|Y}} might be, for example: [[C(I,X)|{{M|C(I,X)}}]] - all {{link|path|topology|s}} in {{Top.|X|J}}. These sets often have additional structure (eg, [[vector space]], [[algebra]])


These spaces may not directly be topological spaces, they may be [[metric spaces]], or [[normed spaces]] or [[inner-product spaces]], these of course do have a natural topology associated with them, and it is with respect to that we refer.


: - see [[Index of notation for sets of continuous maps]]. Transcluded below for convenience:
{{Begin Notebox}}Index of notation for sets of continuous maps:{{Begin Notebox Content}}
{{:Index of notation for sets of continuous maps/Index}}
{{End Notebox Content}}{{End Notebox}}
|}