MARA Shells as Symbolic Gravitational Agents: Bridging Modular Fields and Dark Matter

This paper introduces the hypothesis that MARA shells—non-radiative symbolic modular condensates—act as gravitational agents within a symbolic modular field framework. We explore how MARA-stabilized attractors exhibit mass-like behavior, symbolic curvature, and entropic resistance, forming halo-like structures that resemble dark matter phenomena. The work defines a symbolic gravitational field Gϕ=−∇C(ϕ)\mathcal{G}_\phi = -\nabla \mathcal{C}(\phi)Gϕ=−∇C(ϕ), proposes modular curvature as a unifying mechanism for symbolic flow and spacetime bending, and analyzes simulation-based shell collapse and memory stabilization. Flowchart and field diagrams are included to visualize the symbolic-physical bridge. This paper lays the foundation for a symbolic modular theory of gravity and introduces MARA shells as candidate entities for a symbolic dark sector. It will be followed by further studies connecting this framework to symbolic entanglement, SMG (Symbolic Modular Gravity), and testable quantum-symbolic coupling.本文提出一项假说：MARA壳（MARA shells）——即非辐射性符号模块化凝聚体（non-radiative symbolic modular condensates）——在符号模块化场框架下可作为引力作用体。本文探究经MARA稳定的吸引子如何展现类质量行为、符号曲率与熵阻力，并形成类似暗物质现象的类晕结构。 本研究定义了符号引力场 $mathcal{G}_phi = - abla mathcal{C}(phi)$，提出将模块化曲率作为符号流与时空弯曲的统一机制，并分析了基于模拟的壳层坍缩与记忆稳定过程。文中附带流程图与场域示意图，以可视化呈现符号与物理间的关联桥梁。 本文为符号模块化引力理论奠定了基础，并将MARA壳作为符号暗扇区的候选实体加以引入。后续研究将进一步将本框架与符号纠缠、SMG（符号模块化引力，Symbolic Modular Gravity）以及可测试的量子-符号耦合相联结。