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- In Situ Band Gap Engineering of Carbon Nanotubes
- Weyl Semi-Metal Phase
- HOT Graphene and HOT Graphene Nanotubes
- The Electronic Properties of Carbon Nanotubes
- Interacting Electrons in One Dimension Beyond the Luttinger-Liquid Limit
- Topological Semimetals: from Standard Model to Flat Band
- Single Wall Carbon Nanotube
- Fractional Excitation in Low Dimensional System
- Non-Fermi Liquids Schofield, Andrew
- Luttinger's Theorem and Bosonization of the Fermi Surface
- Chiral Anomaly in Dirac Semimetals Due to Dislocations M
- Arxiv:1806.10558V1 [Cond-Mat.Mes-Hall] 27 Jun 2018 R Eaae Ytefiiedsac Nmmnu Pc R Aldwe Called Hand Are - Space Right Momentum the in and Distance Handed finite Han [8]
- 0 Carbon Nanotube Electronics
- Electronic Properties and Applications of Single-Walled Carbon Nanotubes
- Anomalous Hall Effect, Dissipationless Currents, and Quasiparticle Berry Phases: a New Topological Ingredient in the Fermi-Liquid Theory of Metals
- Superconductivity in Carbon Nanotube Ropes
- Lectures 15-16 Graphene and Carbon Nanotubes
- Electronic Structure of Carbon Nanotube Ropes
- Introduction to Nanotechnology-2. Quantum Wells Wires and Dots.Pdf
- Applications of Quantum Field Theory in Condensed Matter
- Non-Fermi Liquids Schofield, Andrew
- Strange Metals” for 2D Bosons and Electrons MPA Fisher (With Lesik Motrunich)
- Electronic Nature of Charge Density Wave and Electron-Phonon
- Electronic and Transport Properties of Carbon Nanotubes Seminar
- Field Theory in Superfluid 3He: What Are the Lessons for Particle Physics, Gravity, and High-Temperature Superconductivity?
- Artificial Gravity Field, Astrophysical Analogues, and Topological Phase
- New Directions in Correlated Electronic Systems
- Arxiv:Cond-Mat/9812381V4 18 Mar 1999 Oooyo H Uspril Pcrmi Ae Noac- Into the Taken When Is Spectrum Least Vacuum
- Chapter 6 Theory of the Luttinger Liquid
- A Maximally Particle-Hole Asymmetric Spectrum Emanating from a Semi-Dirac Point
- Non-Fermi Liquids
- Field Theory in Superfluid 3He: What Are the Lessons for Particle Physics, Gravity, and High-Temperature Superconductivity?
- Author's Personal Copy
- Quantum Geometry in Conducting Systems