countable set वाक्य
उदाहरण वाक्य
मोबाइल
- The cocountable topology on a countable set is the discrete topology.
- Essentially, yes, it means except for a countable set.
- The distinction is made between a countable set and an uncountable set.
- Some authors use countable set to mean " countably infinite " alone.
- In mathematics, more precisely in measure theory, a at most countable set.
- In discrete mathematics, countable sets ( including finite sets ) are the main focus.
- If is a countable set for each in then the union of all is also countable.
- For instance, the union of a countable set of countable sets need not be countable.
- For instance, the union of a countable set of countable sets need not be countable.
- ZF + AC ? suffices to prove that the union of countably many countable sets is countable.
- Every union ( = supremum ) of every countable set of countable ordinals is another countable ordinal.
- Assuming the axiom of choice, the union of a countable set of countable sets is itself countable.
- Assuming the axiom of choice, the union of a countable set of countable sets is itself countable.
- Today, countable sets form the foundation of a branch of mathematics called " discrete mathematics ".
- So we are talking about a countable union of countable sets, which is countable by the previous theorem.
- The coefficients of its logarithm generate the free Lie algebra on a countable set of generators over the rationals.
- The rational numbers are countable because the function given by is a surjection from the countable set to the rationals.
- In a different language, you have been asked to prove that every ultrafilter on a countable set is principal.
- Technically the simplest examples are when " X " is a countable set and ? is a discrete measure.
- Every countable set is a strong measure set, and so is every union of countably many strong measure zero sets.
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