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- A. Jerome Debray
- 2018

The generalized double semion (GDS) model, introduced by Freedman and Hastings, is a lattice system similar to the toric code, with a gapped Hamiltonian whose definition depends on a triangulation of… (More)

- A. Jerome Debray
- 2013

In this project we use supervised learning to develop a classifier for stellar lightcurves to detect whether they demonstrate the existence of exosolar planets. We use various features selection… (More)

- A. Jerome Debray
- 2018

1. Comments on Global Symmetry, Anomalies, and Duality in (2 + 1)d: 1/24/18 1 2. On Gauging Finite Subgroups: 1/31/18 3 3. Theta, time-reversal, and temperature I: 2/7/18 6 4. Theta, time-reversal,… (More)

- Suddapalli Chaitanya Kumar, Junxiong Wei, +5 authors Majid Ebrahim-Zadeh
- 2015

We report the first room-temperature synchronously-pumped picosecond OPO based on MgO:PPLN partial cylinder, providing broad and continuous tuning in the near-mid-IR with >4 W total average power,… (More)

- A. Jerome Debray
- 2013

1. Vector Spaces: 1/7/13 1 2. Review of Math 120 I: Planting Seeds: 1/9/13 3 3. Review of Math 120 II: Harvesting Consequences: 1/11/13 4 4. Extending Fields by Adjoining Roots of Irreducible… (More)

- A. Jerome Debray, Dan Freed, I live-TEXed, Rok Gregorič, Riccardo Pedrotti
- 2018

1. Overview, History, and some Linear Algebra: 1/17/18 1 2. Principal G-bundles: 1/24/18 8 3. Characteristic classes: 1/24/18 11 4. Clifford algebras, Clifford bundles, and Dirac operators: 1/31/18… (More)

- A. Jerome Debray
- 2018

1. Classification problems in differential topology: 1/18/18 1 2. Review of the algebraic topology of manifolds: 1/23/18 4 3. Unimodular forms: 1/25/18 8 4. The intersection form and characteristic… (More)

- A. Jerome Debray
- 2017

De nition 3.1. Let X be a complex manifold. A holomorphic vector bundle of rank k over E is a complex manifold E and a holomorphic map : E ! X such that makes E ! X into a complex vector bundle of… (More)

- A. Jerome Debray
- 2017

Example 1.1. (1) Top, the category of topological spaces. (2) Sp, the category of spectra. (3) If Y is a topological space, we can also consider Y \Top/Y , the category of spaces over and under Y ,… (More)

- A. Jerome Debray
- 2014

1. Ramsey Theory and Tournament Graphs: 1/6/14 1 2. Expectation and Variance: 1/8/14 3 3. More Uses of Variance: 1/10/14 5 4. Alterations: 1/13/14 7 5. The Lovász Local Lemma I: 1/15/14 8 6. The… (More)