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Example:- If E1 and E2 are measurable set then it's difference is also measurable
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It is very Simple example based on one theorem i.e. E is measurable iff E complement is also measurable.
Measurable set
Outer measure is countably subaddtive
Outer measure
Example of Outermeasure
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Difference of two measurable set is measurable
subtraction of two measurable set is measurable
even minus 2 is measurable set
If E1 is measurable and the symmetric difference m(E1∆E2)=0, then E2 is measurable and
difference of measurable set is measurable
#realanalysis
#measurableset
#measurable
#outermeasure
#measuretheory
#maths
#mscmaths
#puneuniversity
#university
#Msc
#higherstudies
#skclasses
It is very Simple example based on one theorem i.e. E is measurable iff E complement is also measurable.
Measurable set
Outer measure is countably subaddtive
Outer measure
Example of Outermeasure
LIKE COMMENT SHARE SUBSCRIBE
Difference of two measurable set is measurable
subtraction of two measurable set is measurable
even minus 2 is measurable set
If E1 is measurable and the symmetric difference m(E1∆E2)=0, then E2 is measurable and
difference of measurable set is measurable
#realanalysis
#measurableset
#measurable
#outermeasure
#measuretheory
#maths
#mscmaths
#puneuniversity
#university
#Msc
#higherstudies
#skclasses
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