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Compactness in asymmetrically normed lattices.
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Compactness property associated with the quasi-normed integral operator ideals
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Constructing concept lattices and compressed pseudo-lattices
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Varieties of lattices
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Quarks and hadrons on the lattice
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The lattice of quasi-uniformities
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Enumeration problems on lattices
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Introduction to lattice gauge theories
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Congruences on lattices (with application to amalgamation)
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Chaotic behaviour of disordered nonlinear lattices
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Congruences and amalgamation in small lattice varieties
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The annihilation graphs of commutator posets and lattices
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Semi-order units in vector lattices
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Epitaxy on substrates with hexagonal lattice symmetry
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Relational representations for bounded lattices with operators
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On the computation of freely generated modular lattices
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Experimental and numerical investigations of lattice structures
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A study of vortex lattices and pulsar glitches
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Lattice Boltzmann liquid simulations on graphics hardware
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The Number of Chains of Subgroups in the Lattice of Subgroups of Group
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A categorical approach to lattice-like structures
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Completeness properties in the vector lattice C(X)
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Order convergence on Archimedean vector lattices and applications
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Lattices of properties of countable graphs and the Hedetniemi Conjecture
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Mechanical behaviour of additive manufactured lattice structures
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Author: Conradie, Jurie
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Composition operators on Banach function spaces
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Ideals in von Neumann algebras and in associated operator algebras
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Compactness in asymmetrically normed lattices.
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Author: Mabula, Mokhwetha Daniel
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Compactness in asymmetrically normed lattices.
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