Lie algebra contractions and interbasis expansions on two-dimensional hyperboloid. IIA. Subgroup bases

Key Points

• Findings reveal novel interbasis expansions within the context of two-dimensional hyperboloid geometry.
• Key metrics indicate significant relationships between different subgroup bases and their algebraic structures.
• Analysis involves lie algebra contractions applied to subgroup bases on hyperboloid geometries.
• The implications may enhance mathematical modeling in theoretical physics and geometry.