ERIЯƎ Genesis: Seven Fruits of the Trees of Mathematics

This article presents seven major mathematical problems reinterpreted and reframed through the ERIЯƎ theoretical framework — a vectorial and harmonic seed structure for all mathematics. Each problem is modeled as a projection of deeper coherence patterns rather than as isolated symbolic puzzles. From Goldbach’s additive symmetry to the helicoidal duality of perfect numbers, the solutions emerge from resonance across three orthogonal domains. These problems are revealed to be natural consequences of structured coherence in mathematical space — the “fruits” of the symbolic tree planted in the previous article *ERIЯƎ Genesis: The Seed Structure of All Mathematics*.