<Ul> <Li> the Zariski topology on an algebraic variety or on the spectrum of a ring , used in algebraic geometry , </Li> <Li> the topological vector space of all functions from the real line R to itself , with the topology of pointwise convergence . </Li> </Ul>
<Ul> <Li> the Zariski topology on an algebraic variety or on the spectrum of a ring , used in algebraic geometry , </Li> <Li> the topological vector space of all functions from the real line R to itself , with the topology of pointwise convergence . </Li> </Ul>
give an example of a topological space which is not metrizable
give an example of a topological space which is not metrizable
the Zariski topology on an algebraic variety or on the spectrum of a ring , used in algebraic geometry the topological vector space of all functions from the real line R to itself , with the topology of pointwise convergence
the Zariski topology on an algebraic variety or on the spectrum of a ring , used in algebraic geometry the topological vector space of all functions from the real line R to itself , with the topology of pointwise convergence