On very-thin helix hyperproduct

The helix-sum and helix-product overcome restrictions which ordinary sum and product of the classical non-square matrices have. They, in fact, are weak hyperstructures and can be used, among the other applications, in the representation theory of Hv-groups, as well. However, we focus on low dimensions and small cardinality of the underline sets. In the study of helix-products, new interesting Hv-groups, appeared.