Skip to content
Log in
Sponsored Design Multi-Agent AI Systems Using MCP and A2A: Engineer your own Pyt Design Multi-Agent AI Systems Using MCP and A2A: Engineer your own Pyt

Author

C. Schaper

View on Semantic Scholar

4 papers indexed here

We haven’t gathered this author’s papers yet. Follow them and we’ll fetch their work.

Not the right person? Other researchers publish under this name.

Open access Aug 2026

Geometric Quantization of Molecular Quantum Transport: The CohBit Chrysene Architecture for Ambient-Temperature Quantum-Classical Transduction.

The construction of macroscopic single-molecule architectures that combine coherent quantum transport with classical control remains limited by two thermodynamic obstacles: stochastic self-assembly in continuous manifolds and rapid thermal decoherence at ambient temperature. This work introduces the CohBit architecture...

C. Schaper · 0 citations
Open access Sep 2026

The Universal Blueprint: One Encodable Topological Metamaterial to Explain the Origin, Intelligence, and Evolution of Life

The origination of biological complexity and intelligence presents persistent epistemological challenges when modeled exclusively inside continuous Euclidean probability spaces R^n that rely on expected-variance (H2) optimization. Continuous stochastic models remain highly effective for macroscopic ecological dynamics;...

C. Schaper · 9 citations
Open access Sep 2026

The Abiotic Loom: Discrete Morse Theory and the Geometric Resolution of Levinthal’s Paradox in the Chrysene Tensor Space

The classical formulation of protein folding treats the polypeptide as a continuous chain free to explore an exponentially large space of dihedral angles. Levinthal’s paradox records the resulting temporal impossibility: an unguided search cannot reach a unique native structure in biologically relevant time. Continuous...

C. Schaper · 2 citations
Open access Aug 2026

Categorical Containment of Generative Models via Operadic Topoi over the Chrysene Tensor Space

Generative models ordinarily evolve on continuous latent manifolds that lack hard topological boundaries. As a result, latent trajectories may migrate without algebraic obstruction into regions designated as unsafe. This paper constructs a discrete non-commutative framework in which such migration is rendered impossibl...

C. Schaper · 0 citations

We use cookies to run the site and, with your consent, for analytics and to show ads. See our Cookie Policy.