We establish some relations related to double statistically convergent and λ-double statistically convergent sequences in random 2-normed spaces.
In this section, we introduce -statistically convergent sequences and give some inclusion relations between -statistically convergent sequences and -summable sequences.
However, the 2 methods yielded largely convergent results in relation to the topographical differences in spatial acuity across body territories (see Figs 2, 3, and 4).
In relation to convergent validity, scores of the child and family sections of the F-ECOHIS were highly correlated (P < 0.001).
We study its different properties and obtain some inclusion relation involving the space Inclusion relation between statistical convergent sequence spaces and Cesaro statistical convergent sequence spaces is also given.
Mursaleen and Edely[11], and Tripathy[6] have independently introduced the statistical convergence and Cauchy for double sequences and given the relation between statistical convergent and strongly Cesà ro summable double sequences.
For staff, convergent validity was shown in relation to stage of recovery, functioning and quality of life, and divergent validity in relation to symptomatology and social disability.
For convergent construct validity a close relation of CAHAI-G and CMSA subscales arm and hand was hypothesised.
Convergent validity was shown in relation to staff-rated and service user-rated therapeutic alliance, and divergent validity was shown in relation to social disability.
