CV

Education

• Ph.D in Version Control Theory, GitHub University, 2018 (expected)
• M.S. in Jekyll, GitHub University, 2014
• B.S. in GitHub, GitHub University, 2012

Work experience

• Spring 2024: Academic Pages Collaborator
  • GitHub University
  • Duties includes: Updates and improvements to template
  • Supervisor: The Users
• Fall 2015: Research Assistant
  • GitHub University
  • Duties included: Merging pull requests
  • Supervisor: Professor Hub
• Summer 2015: Research Assistant
  • GitHub University
  • Duties included: Tagging issues
  • Supervisor: Professor Git

Skills

• Skill 1
• Skill 2
  • Sub-skill 2.1
  • Sub-skill 2.2
  • Sub-skill 2.3
• Skill 3

Publications

Knotted 4-regular graphs. II. Consistent application of the Pachner moves

Daniel Cartin (2024). "Knotted 4-regular graphs. II. Consistent application of the Pachner moves." Journal of Mathematical Physics 65(6), 061701.

Knotted 4-regular graphs: Polynomial invariants and the Pachner moves

Daniel Cartin (2022). "Knotted 4-regular graphs: Polynomial invariants and the Pachner moves." Journal of Mathematical Physics 63(6), 063502.

Upper limits on the probability of an interstellar civilization arising in the local Solar neighbourhood

Daniel Cartin (2015). "Upper limits on the probability of an interstellar civilization arising in the local Solar neighbourhood." International Journal of Astrobiology 14(4), 571-575.

Braids as a representation space of SU(5)

Daniel Cartin (2015). "Braids as a representation space of SU(5)." Journal of Mathematical Physics 56(6), 061703.

Quantifying the Fermi Paradox in the Local Solar Neighbourhood

D. Cartin (2014). "Quantifying the Fermi Paradox in the Local Solar Neighbourhood." Journal of the British Interplanetary Society 67, 119-126.

Exploration of the local solar neighbourhood I: Fixed number of probes

Daniel Cartin (2013). "Exploration of the local solar neighbourhood I: Fixed number of probes." International Journal of Astrobiology 12(4), 271-281.

Conserved quantities in isotropic loop quantum cosmology

D. Cartin (2012). "Conserved quantities in isotropic loop quantum cosmology." Europhysics Letters 98(3), 30007.

Numerical Techniques in Loop Quantum Cosmology

David Brizuela, Daniel Cartin, and Gaurav Khanna (2012). "Numerical Techniques in Loop Quantum Cosmology." SIGMA 8, 001.

On the maximum sufficient range of interstellar vessels

Daniel Cartin (2011). "On the maximum sufficient range of interstellar vessels." arXiv e-prints, arXiv:1104.4012.

On the Maximum Sufficient Range of Interstellar Vessels

D. Cartin (2010). "On the Maximum Sufficient Range of Interstellar Vessels." Journal of the British Interplanetary Society 63, 218-221.

Lattice refining loop quantum cosmology, anisotropic models, and stability

Martin Bojowald, Daniel Cartin, and Gaurav Khanna (2007). "Lattice refining loop quantum cosmology, anisotropic models, and stability." Physical Review D 76(6), 064018.

Wave functions for the Schwarzschild black hole interior

Daniel Cartin and Gaurav Khanna (2006). "Wave functions for the Schwarzschild black hole interior." Physical Review D 73(10), 104009.

Separable sequences in Bianchi I loop quantum cosmology

Daniel Cartin and Gaurav Khanna (2005). "Separable sequences in Bianchi I loop quantum cosmology." Physical Review D 72(8), 084008.

Absence of Preclassical Solutions in Bianchi I Loop Quantum Cosmology

Daniel Cartin and Gaurav Khanna (2005). "Absence of Preclassical Solutions in Bianchi I Loop Quantum Cosmology." Physical Review Letters 94(11), 111302.

Generating function techniques for loop quantum cosmology

Daniel Cartin, Gaurav Khanna, and Martin Bojowald (2004). "Generating function techniques for loop quantum cosmology." Classical and Quantum Gravity 21(18), 4495-4509.

The Lanczos potential as a spin-2 field

Daniel Cartin (2003). "The Lanczos potential as a spin-2 field." arXiv e-prints, hep-th/0311185.

Self-regulated model of galactic spiral structure formation

Daniel Cartin and Gaurav Khanna (2001). "Self-regulated model of galactic spiral structure formation." Physical Review E 65(1), 016120.

Linearized general relativity and the Lanczos potential

Daniel Cartin (1999). "Linearized general relativity and the Lanczos potential." arXiv e-prints, gr-qc/9910082.

Talks

Teaching

Service and leadership

• Currently signed in to 43 different slack teams