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On the structure of dual semigroups
On the structure of finite loop capable Abelian groups
On the structure of finite loop capable nilpotent groups
On the structure of finite paramedial quasigroups
On the structure of fixed point sets of pseudo-contractive mappings
On the structure of fixed point sets of pseudo-contractive mappings. II.
On the structure of fixed point sets of some compact maps in the Fréchet space
On the structure of lower radical semigroups
On the structure of numerical event spaces
On the structure of oscillatory solutions of a third order differential equation
On the structure of quasi-ordering lattices
On the structure of second-order linear differential equations with given characteristic multipliers in the generalized Floquet theory
On the structure of second-order periodic differential equations with given characteristic multipliers
On the structure of semilattice sums
On the structure of sequentially Cohen-Macaulay bigraded modules
On the structure of simple semigroups without zero
On the structure of solution sets of differential equations in Banach spaces
On the structure of solutions of a system of three differential inequalities
On the structure of the 2-Iwasawa module of some number fields of degree 16
On the structure of the augmentation quotient group for some nonabelian 2-groups
On the structure of the core of balanced games
On the structure of the point arboricity critical graphs
On the structure of the second-order periodic linear differential equations with the same characteristic multipliers
On the structure of the semigroup of measures on a finite semigroup
On the structure of the set of solutions of nonlinear boundary value problems for ODEs on unbounded intervals
On the structure of the solution set of a functional-differential system on an unbounded interval
On the structure of the space of continuous maps with zero topological entropy
On the structure of universal differentiability sets
On the subfields of cyclotomic function fields
On the subgroups of completely decomposable torsion-free groups that are ideals in every ring
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