Nearrings, Nearfields and K-Loops

Invited Addresses.- From nearrings and nearfields to K-Loops.- On non-zerosymmetric near-rings with minimum condition.- Near-rings of homogeneous functions, P3.- The structure of ?-groups.- Ordered nearfields.- Contributed Papers.- Strongly idempotent seminearrings and their prime ideal spaces.- A note on simple composition rings.- The cardinalities of the endomorphism near-rings I(G), A(G), and E(G) for all groups G with |G| ? 31.- Polynomial near-rings: Polynomials with coefficients from a near-ring.- On derivations in near-rings, II.- Near-rings and rings generated by homomorphisms on groups.- Special radicals of ?-groups.- Quasi-ideals and bi-ideals in categories.- Seminearrings of polynomials over semifields: A note on Blackett’s Fredericton paper.- Circles and their interior points from field generated Ferrero pairs.- On direct decompositions in group near-rings.- On involution sets induced by neardomains.- Superprime near-rings.- Involutions on universal algebras.- Fibered incidence loops by neardomains.- The structure group of certain K-Loops.- Some examples of indecomposable modules.- Central Bol loops.- Products on products on groups.- Topological N-groups where the nearrings are real nearrings.- Tensor product of near-ring modules.- Nilpotence and endomorphism near-rings.- Distributively generated subrings of homogeneous maps.- Composition near-rings.- Categories of near-rings.- The inner automorphism nearrings I(G) on all Nonabelian Groups G of Order |G| ? 100.- Special quasigroups and Steiner systems.- On the non-simplicity of a subring of M(G).- Near-rings in connection with non-abelian cohomology of groups.- On the salient properties of near-ring radicals.