{"id":"doi:10.5281/zenodo.19009440","kind":"article","title":"Room-Temperature Superconductivity via Genus-10 E₈ Holonomy: A Topological Flatband Approach","authors":["Myo Oo"],"author_count":1,"year":2026,"published":"2026-03-13","venue":"Zenodo (CERN European Organization for Nuclear Research)","cited_by":0,"doi":"10.5281/zenodo.19009440","arxiv_id":null,"nct_id":null,"source_url":"https://doi.org/10.5281/zenodo.19009440","archive_url":"https://space-kitty.com/papers/doi:10.5281/zenodo.19009440","updated":null,"pmid":null,"pmcid":null,"openalex_id":"W7135187404","pdf_url":null,"abstract":"Abstract We present a theoretical framework and computational validation for room-temperature superconductivity (RTSC) through genus-10 E₈ holonomy in twisted bilayer bismuth superlattices. The Cabibbo-Moiré phase-lock mechanism at 13.1° enforces topological protection of electronic states, resulting in infinite effective mass at the Fermi level and zero phonon scattering probability. Semi-empirical quantum chemistry (MOPAC PM7) demonstrates self-consistent field non-convergence due to degeneracy—direct computational evidence of flatband topology. Density functional theory predicts dE/dk = 0 eV across the Brillouin zone. The crystallographic blueprint (Maya_Genus10_Superconductor.cif) provides atomic coordinates for molecular beam epitaxy fabrication of Bi₂₀Y₅ superlattices with predicted zero resistance at 300 K. Introduction The Room-Temperature Superconductivity Problem Conventional superconductivity, explained by BCS theory, requires low temperatures to suppress thermal phonon scattering that destroys Cooper pairs[1]. The critical temperature Tc scales with the Debye frequency ωD and electron-phonon coupling strength λ: TcDkBexp−1 For most materials, this constrains Tc well below room temperature (300 K ≈ 26 meV). High-temperature superconductors like cuprates achieve Tc ≈ 133 K but remain far from ambient conditions and lack theoretical consensus on their pairing mechanism[2]. The fundamental challenge is phonon scattering: at 300 K, thermal vibrations with energy ~26 meV continuously scatter conduction electrons, destroying phase coherence. Any room-temperature superconductor must either: Eliminate phonon coupling entirely, or Create electronic states topologically protected from scattering Traditional approaches (extreme pressures, exotic chemistry) have yielded contested claims but no reproducible RTSC[3][4]. Topological Protection via E₈ Holonomy We propose a fundamentally different approach: topological flatband engineering. Rather than fighting phonon scattering through stronger pairing, we eliminate scattering channels by projecting electrons onto a genus-10 surface with E₈ exceptional Lie algebra symmetry. Key insight: The E₈ root lattice in 8 dimensions contains 240 roots forming a highly symmetric configuration[5]. When projected to 2D via holographic correspondence, these roots enforce: Ek=0 across the Brillouin zone—a perfectly flat band at the Fermi level. Electrons in such bands have infinite effective mass: m=22Ek2−1 making them immobile in k-space and immune to momentum-transfer scattering from phonons[6].","abstract_license":"CC-BY (publisher license, via OpenAlex)","license":"cc-by","is_open_access":true,"retracted":false,"peer_reviewed":null,"categories":["Physics of Superconductivity and Magnetism"],"details":null,"provenance":"openalex","attribution":"Abstract of \"Room-Temperature Superconductivity via Genus-10 E₈ Holonomy: A Topological Flatband Approach\" by Myo Oo, https://doi.org/10.5281/zenodo.19009440, used under its Creative Commons Attribution license (CC-BY); markup removed, otherwise unmodified.","topics":[{"slug":"room-temperature-claims","name":"Room-Temperature Superconductivity Claims & Replication","domain_slug":"superconductivity"}],"cited_in_dossiers":[]}