[51] Inner products and module maps of Hilbert C*-modules

[52] Maps on positive definite operators preserving the quantum \chi _lpha ^2-divergence

[53] Left quotients of ac*-algebra, i: representation via vector sections

[54] Property (T) for non-unital C-algebras

[55] Separating linear maps of continuous fields of Banach spaces

[56] Isometric embeddings of Banach bundles

[57] Some geometric properties inherited by the positive tensor products of atomic Banach lattices

[58] Fixed point theorems for nonlinear non-self mappings in Hilbert spaces and applications

[59] Applications of bregman-opial property to bregman nonspreading mappings in banach spaces

[60] The triangle of operators, topologies, bornologies

[61] Implicit iterative method for hierarchical variational inequalities

[62] Disjointness preserving fredholm linear operators of c ₀ (x)

[63] Implicit predictor-corrector iteration process for finitely many asymptotically (quasi-) nonexpansive mappings

[64] The structure of compact disjointness preserving operators on continuous functions

[65] Automatic continuity and C_0(\Omega)-linearity of linear maps between C_0(\Omega)-modules

[66] Disjointness preserving shifts on C0 (X)

[67] Attractive point and mean convergence theorems for semigroups of mappings without continuity in Hilbert spaces

[68] Zero product preserving linear maps of CCR C-algebras with Hausdorff spectrum

[69] Strong and weak convergence theorems for an infinite family of nonexpansive mappings and applications

[70] Kaplansky Theorem for completely regular spaces

[71] Linear disjointness preservers of W*-algebras

[72] Fixed point theorems for new generalized hybrid mappings in Hilbert spaces and applications

[73] The spectrum of the product of operators, and the product of their numerical ranges

[74] Topologies and bornologies determined by operator ideals, II

[75] Isometric shifts on C0 (X)