Brendan Fong : Publications
Journal papers
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[1]
A Compositional Framework for Passive Linear Circuits
John C. Baez and Brendan Fong
2015.
Details about A Compositional Framework for Passive Linear Circuits | BibTeX data for A Compositional Framework for Passive Linear Circuits | Link to A Compositional Framework for Passive Linear Circuits
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[2]
Decorated Cospans
Brendan Fong
2015.
Details about Decorated Cospans | BibTeX data for Decorated Cospans | Link to Decorated Cospans
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[3]
Quantum Techniques for Studying Equilibrium in Reaction Networks
John C. Baez and Brendan Fong
In Journal of Complex Networks. 2014.
Details about Quantum Techniques for Studying Equilibrium in Reaction Networks | BibTeX data for Quantum Techniques for Studying Equilibrium in Reaction Networks | DOI (10.1093/comnet/cnu013) | Link to Quantum Techniques for Studying Equilibrium in Reaction Networks
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[4]
A Noether Theorem for Markov Processes
John C. Baez and Brendan Fong
In Journal of Mathematical Physics. Vol. 54. No. 013301. 2013.
Details about A Noether Theorem for Markov Processes | BibTeX data for A Noether Theorem for Markov Processes | DOI (http://dx.doi.org/10.1063/1.4773921) | Download (pdf) of A Noether Theorem for Markov Processes
Technical reports
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[1]
A Note on Interlaced Quantum Teleportation
Brendan Fong
No. RR−14−09. DCS. 2014.
Details about A Note on Interlaced Quantum Teleportation | BibTeX data for A Note on Interlaced Quantum Teleportation | Download (pdf) of A Note on Interlaced Quantum Teleportation
Theses
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[1]
Causal Theories: A Categorical Perspective on Bayesian Networks
Brendan Fong
Master's Thesis 2012.
Details about Causal Theories: A Categorical Perspective on Bayesian Networks | BibTeX data for Causal Theories: A Categorical Perspective on Bayesian Networks | Link to Causal Theories: A Categorical Perspective on Bayesian Networks
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[2]
On Families of Elliptic Curves
Brendan Fong
Master's Thesis 2010.
Details about On Families of Elliptic Curves | BibTeX data for On Families of Elliptic Curves | Download (pdf) of On Families of Elliptic Curves