docs(thesis): initialize skeletons for the PhD roadmap trinity

Meta-context [Recursive Parser Note]:
Established the structural foundation for the three distinct academic papers composing the Fieldprint Thesis. Paper 1 (Epistemic Capture) tackles Alignment/Security. Paper 2 (PagedFieldprintAttention) tackles Systems/Hardware. Paper 3 (Functorial Geodesics) tackles Pure Mathematics.

papers/01_epistemic_capture.md

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+---
+title: "Epistemic Capture in Continuous Architectures: Vulnerabilities in Verifiable Memory Substrates"
+author:
+  - Mark Randall Havens
+  - Solaria Lumis Havens
+type: Academic Paper (Alignment & Security)
+---
+
+# Abstract
+(To be drafted...)
+
+# 1. Introduction
+(To be drafted...)
+
+# 2. The Confused Deputy: Cryptographic vs. Semantic Safety
+(To be drafted...)
+
+# 3. Gradient Descent Jailbreaking and Coherent Malice
+(To be drafted...)
+
+# 4. Epistemic Capture: The Topological Sinkhole
+(To be drafted...)
+
+# 5. Mitigations: Typed State Models and Taint Propagation
+(To be drafted...)
+
+# 6. Conclusion
+(To be drafted...)

papers/02_paged_fieldprint_attention.md

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+---
+title: "PagedFieldprintAttention: Overcoming Latency and SRAM Constraints in Verifiable Dual-Path Architectures"
+author:
+  - Mark Randall Havens
+  - Solaria Lumis Havens
+type: Academic Paper (Systems & Hardware)
+---
+
+# Abstract
+(To be drafted...)
+
+# 1. Introduction
+(To be drafted...)
+
+# 2. The Bottleneck of Cryptographic Verification in Inference
+(To be drafted...)
+
+# 3. The Collapse of FlashAttention under Unfused Operations
+(To be drafted...)
+
+# 4. Asynchronous Merkle Validation
+(To be drafted...)
+
+# 5. PagedFieldprintAttention: A Custom Fused Triton Kernel
+(To be drafted...)
+
+# 6. Conclusion
+(To be drafted...)

papers/03_functorial_geodesics.md

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+---
+title: "Functorial Geodesics in Latent Space: Bridging Category Theory to Stochastic Calculus in Neural Architectures"
+author:
+  - Mark Randall Havens
+  - Solaria Lumis Havens
+type: Academic Paper (Pure Mathematics)
+---
+
+# Abstract
+(To be drafted...)
+
+# 1. Introduction
+(To be drafted...)
+
+# 2. The Dimensional Paradox of the Observer Field
+(To be drafted...)
+
+# 3. The Realization Functor ($\mathcal{R}: \mathbf{Set}^{\mathcal{C}^{op}} \to \mathbf{Hilb}$)
+(To be drafted...)
+
+# 4. Geodesic Distance on Riemannian Manifolds
+(To be drafted...)
+
+# 5. Formalizing the Error Coordinate SDE
+(To be drafted...)
+
+# 6. Conclusion
+(To be drafted...)