Parametrizing maximal orders along supersingular l-isogeny paths
Laia Amoros, James Clements, and Chloe Martindale |
preprint |
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code |
A Direct Key Recovery Attack on SIDH
Luciano Maino, Chloe Martindale, Lorenz Panny, Giacomo Pope, and Benjamin Wesolowski |
eprint
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published version
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code
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On homomorphic encryption using abelian groups: Classical security analysis
Eleni Agathocleous, Vishnupriya Anupindi, Annette Bachmayr, Chloe Martindale, Rahinatou Yuh Njah Nchiwo, and Mima Stanojkovski |
eprint
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An attack on SIDH with arbitrary starting curve
Luciano Maino and Chloe Martindale |
eprint
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Explicit connections between supersingular isogeny graphs and Bruhat-Tits trees
Laia Amorós, Annamaria Iezzi, Kristin Lauter, Chloe Martindale, and Jana Sotáková |
eprint
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published version
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code |
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Improved torsion point attacks on SIDH variants
Victoria de Quehen, Péter Kutas, Chris Leonardi, Chloe Martindale, Lorenz Panny, Christophe Petit, and Katherine E. Stange |
arxiv
eprint
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published version |
code |
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How to not break SIDH (presented at CFAIL2019)
Chloe Martindale and Lorenz Panny |
eprint |
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Optimal TNFS-secure pairings on elliptic curves with composite embedding degree
Georgios Fotiadis and Chloe Martindale |
eprint |
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Tiny Wireguard Tweak
Jacob Appelbaum, Chloe Martindale, and Peter Wu |
eprint |
published version |
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Quantum circuits for the CSIDH: optimizing quantum evaluation of isogenies
Daniel J. Bernstein, Tanja Lange, Chloe Martindale, and Lorenz Panny |
preprint |
published version
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website
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Pairing-Friendly Twisted Hessian Curves
Chitchanok Chuengsatiansup and Chloe Martindale |
eprint |
published version |
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Optimal TNFS-secure pairings on elliptic curves with even embedding degree
Georgios Fotiadis and Chloe Martindale |
eprint |
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code |
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Hilbert Modular Polynomials
Chloe Martindale |
preprint |
published version |
code |
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CSIDH: An Efficient Post-Quantum Commutative Group Action
Wouter Castryck, Tanja Lange, Chloe Martindale, Lorenz Panny, and Joost Renes |
eprint |
published version |
website |
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PhD thesis: Isogeny Graphs, Modular Polynomials, and Applications
Supervised by Marco Streng |
thesis |
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Isogenies for point counting on genus two hyperelliptic curves with maximal real multiplication
Sean Ballentine, Aurore Guillevic, Elisa Lorenzo Garcia, Chloe Martindale, Maike Massierer, Benjamin Smith, and Jaap Top |
arxiv |
published version |
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Isabel Bromfield; Master's thesis (Bristol, 2022):
Error-Corrected Quantum Cryptanalysis of CSIDH
Co-supervised with Ryan Mann and Romy Minko
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thesis |
Samuel Gregg; Bachelor's thesis (Bristol, 2021):
Introduction to Elliptic-curve Cryptography
Co-supervised with Matthew Bisatt
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Georgie Hammond; Bachelor's thesis (Bristol, 2021):
Elliptic curves and their applications
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Harry Hedges; Bachelor's thesis (Bristol, 2021):
Properties of CSI-FiSh: An analysis of the CSI-FiSh digital signature scheme
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Cameron Low; Bachelor's thesis (Bristol, 2021):
An overview and optimization of CSIDH-related key agreements
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Chao Yang; MSc thesis (Bristol, 2021):
An efficient algorithm for updating a key known to multiple parties
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Dimitrij Ray; Master's thesis (Eindhoven, 2018):
Constructing the Deuring Correspondence with Applications to Supersingular Isogeny-Based Cryptography
Co-supervised with
Tanja Lange and
Lorenz Panny.
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presentation |
code |
thesis |
Ivo Kok; Bachelor's thesis (Leiden, 2014):
Rings in which every ideal has two generators
Co-supervised with
Marco Streng.
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thesis |
Here is a growing list of Hilbert modular polynomials. The theory behind this and the algorithm to compute them is in Chapter 2 of my PhD thesis. The code to compute these polynomials is here.