null set การใช้

• The unit set has the null set { } as its only member.
• A subset of a null set is called a " negligible set ".
• :A countable union of null sets is a null set.
• :A countable union of null sets is a null set.
• Burgess's theory ST is GST with Null Set replacing the axiom schema of specification.
• A measure in which all subsets of null sets are measurable is " complete ".
• Sets of measure 0, called null sets, are negligible.
• The values of the integrals are not influenced by this ?-null set " N ".
• :I'm pretty sure if you exclude uncontacted people, your list would be the null set.
• Maybe the condition you really want is that the preimage of a null set is null?
• My point is that it's the null set.
• In the null set, this is always false.
• A negligible set need not be measurable, but every measurable negligible set is automatically a null set.
• Detection with close or null set-back can be accomplished through the pure scale changes of looming motion.
• Striving to get rid of null sets, mathematicians often use equivalence classes of measurable sets or functions.
• A number of cardinal characteristics naturally arise as Lebesgue null sets and the ideal of meagre sets.
• It is assumed that the set is not a null set, and is endowed with the conditional measure.
• Seems like the " non-citizen residents require IDs but tourists do " category wasn't a null set after all.
• A standard probability space may contain a null set of any cardinality, thus, it need not be countably separated.
• So, obviously a system of axioms which is the null set does not make for a very interesting axiomatic system.