The phrase "a relatively complete set" is correct and usable in written English.
It can be used when describing a collection of items or information that is mostly, but not entirely, comprehensive.
Example: "The research team provided a relatively complete set of data for analysis, though some gaps remained."
Alternatives: "a fairly comprehensive collection" or "an almost complete assortment".
Experimental parameters like temperature of strain fixation, amount of strain and heating rate, were varied in order to provide a relatively complete set of experimental data.
Thus, it is reasoned, it should take many trials before a response is associated with a relatively complete set of all possible stimuli.
We consider here a relatively complete set of fundamental properties and wide range of application scenarios for digital images.
Although transcripts in adult males comprise a relatively complete set of instructions for all stages of spermatogenesis [e.g., [ 27]], it is possible that failures in gene expression associated with hybrid sterility occur at the embryo, larval, or pupal stage.
While caution must always be used when concluding that a sequence is absent from any particular genome, the P. marinus genome database includes over 23,000 inferred proteins, suggesting a relatively complete data set for proteomic comparisons.
To obtain all possible UFLS schemes for a certain area, a candidate scheme set design algorithm based on value assigning of scheme parameters is proposed and then a relatively complete candidate scheme set is constructed.
Student data are collected annually and can be matched across years, yielding a relatively complete panel data set of all public school students in North Carolina7.
And Lenya participated in a relatively complete German-language recording in 1958 (now on Sony Classical).
The complete convergence has a relatively complete development in probability limit theory.
By Lemmas 4.16 and 4.17, we see that ((K_mcap E_m cup {Y}) is contained in an affine open set V. Since (Vcap E_m) is a (relatively) closed complete pluripolar set in (Vapprox mathbb {C}^n), the set (Vcap E_m) has Property J in V by Theorem 2.7.
