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hausdorff_space [2014/10/25 16:01]
nikolaj
hausdorff_space [2014/10/25 16:04]
nikolaj
Line 3: Line 3:
 | @#FFBB00: definiendum | @#FFBB00: $\langle X,​\mathcal{T}_X\rangle \in\mathrm{it} $ | | @#FFBB00: definiendum | @#FFBB00: $\langle X,​\mathcal{T}_X\rangle \in\mathrm{it} $ |
 | @#AAFFAA: inclusion ​  | @#AAFFAA: $\langle X,​\mathcal{T}_X\rangle$ ... topological space | | @#AAFFAA: inclusion ​  | @#AAFFAA: $\langle X,​\mathcal{T}_X\rangle$ ... topological space |
-| @#DDDDDDrange       | @#DDDDDD: $x,y\in X, x\ne y$ | +| @#FFFDDDfor all     | @#FFFDDD: $x,y\in X, x\ne y$ | 
-| @#DDDDDDrange       | @#DDDDDD: $U_x\in$ Neighbourhood $x$, $V_y\in$ Neighbourhood $y$ | +| @#FFFDDDexists ​     ​| @#FFFDDD: $U_x\in$ Neighbourhood $x$, $V_y\in$ Neighbourhood $y$ |
-| @#FFFDDD: for all     | @#FFFDDD: $x,y$ | +
-| @#FFFDDD: exists ​     | @#FFFDDD: $U_x, V_y$ |+
 | @#55EE55: postulate ​  | @#55EE55: $U_x\cap V_y=\emptyset$ ​ | | @#55EE55: postulate ​  | @#55EE55: $U_x\cap V_y=\emptyset$ ​ |
  
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