# Orthogonal multiplications of type $[3,4,p], p\leq 12$

## TL;DR

This paper characterizes the moduli space of orthogonal multiplications of specific types and explores their applications in hypersurface theory, advancing understanding in algebraic and geometric structures.

## Contribution

It provides a detailed description of the moduli space for orthogonal multiplications of type [3,4,p], p ≤ 12, and applies this to hypersurface theory.

## Key findings

- Complete classification of the moduli space for p ≤ 12
- New insights into the structure of orthogonal multiplications
- Applications to hypersurface geometry

## Abstract

We describe the moduli space of orthogonal multiplications of type $[3,4,p], p\leq 12,$ and its application to the hypersurface theory.