Exact(1)
To our knowledge this is only the second application of multivariate models of relative excess mortality (the complement of relative survival) to British cancer data: previous studies using less sophisticated case fatality rates, Cox regression models or even simpler statistics.
Similar(59)
For any α ⊆ 〈 n 〉, let α c denote the complement of α relative to 〈 n 〉, and let | α | denote the cardinality of α.
Similar analyses of the long-term demographic effects of supplementation should also be conducted to complement shorter-term studies of relative fitness.
The relative complement of two resource sets is defined as follows: Union and relative complement operations on resource sets allow modeling of resources that join or leave the system dynamically, as typically happens in open distributed systems such as the Internet.
Here, the notation denotes the relative complement of set in set.
In the definitions above the notation means the relative complement of in or the set-theoretic difference of and.
We adopted a conceptual framework in which resilience is a relative complement of vulnerability and dependent on adaptive capacity.
The subsequent step is actually the reverse of the former step, determining r_diff containing ts which does not exists in tm (relative complement of tmi in r_tsi).
The relative complement of two resource sets Θ1∖Θ2 is defined only when for each resource term in Θ2, there exists a resource term, such that.
This can be obtained by using relative complement of r_tsi in tmi denoted diff tmi,r_tsi) which later will be stored in l_diff, appended into r_chgs list and marked as 'append'append
The relative complement of a fuzzy soft set ( F, A ) is denoted by ( F, A ) c and is defined by ( F, A ) c = ( F c, A ), where F c : A → F ( U ) is a mapping given by F c ( a ) = 1 − F ( a ) for all a ∈ A. It should be noted that 1 − F ( a ) denotes the fuzzy complement of F ( a ).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com