Furthermore, a non-epilepsy control group would be a useful addition to future research, particularly with regards to measures that are not age-normed into adulthood (e.g. CAVLT, BPVS), to provide an indication of whether post-surgical improvements are in line with normal developmental trajectories or are accelerated post-surgically.
Later, Aoki [4] and Rassias [5] considered mappings from a normed space into a Banach space such that the norm of the Cauchy difference is bounded by the expression ε ( ∥ x ∥ p + ∥ y ∥ p ) for all x, y, some ε ≥ 0, and 0 ≤ p < 1.
Assume that there exist constants and such that, and : is a mapping from a normed space into a Banach space, such that the inequality (11).
Schauder fixed point theorem states that any continuous mapping of a nonempty convex subset of a normed space into a compact set of that normed space has a fixed point [36, Theorem 4.1.1].
(6 Let be a mapping of a linear normed space into its dual space. is said to be hemicontinuous if it is continuous from each line segment in to the weak topology in.
In following the instructions provided in the MOS SF-36 manual [ 40], we used the MOS SF-36 software, which converted the raw data into standardized normed scores, then into T scores (with M = 50 and SD = 10).
They established a decomposition theorem of a fuzzy norm into a familyof crisp norms and investigated some properties of fuzzy normed spaces [8].
They established a decomposition theorem of a fuzzy norm into a family of crisp norms and investigated some properties of fuzzy normed spaces [8].
Recall that the set B ( X, R ) of all bounded linear operators from a normed space X into ℝ is a real Banach space with a norm defined by ∥ f ∥ = sup x ∈ X, ∥ x ∥ = 1 | f ( x ) | for all f ∈ B ( X, R ).
Definition 4.2 Let S and T be mappings from a normed space E into itself.
