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Exact(15)
Let and be two real sequences in.
Let be two real sequences such that.
Let, and let be two real sequences in.
Let and be two real sequences in and satisfy the conditions: (A1) and ; (A2).
Let and be two real sequences of nonnegative numbers that satisfy the following conditions: (1) and, (2).
Let { α n }, { β n } be two real sequences in ( 0, 1 ) satisfying the following conditions: (i) α n, β n → 0 ( n → ∞ ); (ii) ∑ α n = ∞.
Similar(45)
Let and be two real sequence of nonnegative numbers that satisfy the following conditions.
Let be three real sequences, satisfying (2.12).
Let,, and be three real sequences in and an initial point.
Let, and be three real sequences in satisfying the following conditions: (i) ; (ii) and ; (iii).
Let be strictly pseudocontractive self-maps of such that, where, and let, and be three real sequences in satisfying the conditions: (i) ; (ii) ; (iii) ; (iv) ; (v), where is the common Lipschitz constant of.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com