chloe martindale | Research chloe martindale Dr Chloe Martindale. PhD, MMath, BA. Current positions. Senior Lecturer School of Computer Science; Contact.
[email protected]; Merchant Venturers Building. Woodland .
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0 · WinC Seminar: Making and breaking post
1 · Research
2 · Dr Chloe Martindale
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5 · CSIDH: An Efficient Post
6 · An attack on SIDH with arbitrary starting curve
7 · A Direct Key Recovery Attack on SIDH
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Chloe Martindale . I am a Senior Lecturer in Cryptography at the University of Bristol.My current research is focussed on post-quantum cryptography, with a special focus on isogeny-based .
Jacob Appelbaum, Chloe Martindale, and Peter Wu: eprint: published version: .
Talks . Parametrizing maximal quaternion orders along supersingular l-isogeny .
03/03/2020: Chloe Martindale, introduction to lattices. Mostly following [3]. .
Dive into the research topics where Chloe Martindale is active. These topic labels come from the works of this person. . Maino, L., Martindale, C., Panny, L., Pope, G. & Wesolowski, B., 16 .
Dr Chloe Martindale. PhD, MMath, BA. Current positions. Senior Lecturer School of Computer Science; Contact. [email protected]; Merchant Venturers Building. Woodland .Jacob Appelbaum, Chloe Martindale, and Peter Wu: eprint: published version: Quantum circuits for the CSIDH: optimizing quantum evaluation of isogenies Daniel J. Bernstein, Tanja Lange, . chloe martindale @ bristol ac uk lorenz @ yx7 cc giacomo pope @ nccgroup com benjamin wesolowski @ math u-bordeaux fr History 2023-05-08: approved 2023-05-05: . Chloe Martindale, University of Bristol. Abstract. We present an attack on SIDH which does not require any endomorphism information on the starting curve. Our attack has .
Women in Cryptography Seminar November 2023Making and breaking post-quantum cryptography from elliptic curves by Chloe Martindale, 29th Nov 2023.Chloe Martin.EUROCRYPT (5) 2023: 448-471. [i15] Eleni Agathocleous, Vishnupriya Anupindi, Annette Bachmayr, Chloe Martindale, Rahinatou Yuh Njah Nchiwo, Mima Stanojkovski: On . Wouter Castryck, Tanja Lange, Chloe Martindale, Lorenz Panny, and Joost Renes Abstract. We propose an efficient commutative group action suitable for non-interactive key .
Experience: Clarke County School District Chloe Martindale . I am a Senior Lecturer in Cryptography at the University of Bristol.My current research is focussed on post-quantum cryptography, with a special focus on isogeny-based cryptography.See this article for a gentle general audience introduction to isogeny-based cryptography (comes with a warning that this was written before SIDH was broken), or see .Jacob Appelbaum, Chloe Martindale, and Peter Wu: eprint: published version: Quantum circuits for the CSIDH: optimizing quantum evaluation of isogenies Daniel J. Bernstein, Tanja Lange, Chloe Martindale, and Lorenz Panny: preprint: published version: website: Pairing-Friendly Twisted Hessian Curves Chitchanok Chuengsatiansup and Chloe MartindaleChloe Martindale (Universiteit Leiden and Universit e de Bordeaux) Supervised by Andreas Enge (Bordeaux), Peter Stevenhagen (Leiden) and Marco Streng (Leiden) October 16, 2015 Abstract I will start by de ning elliptic curves and isogenies and presenting an example. I will then explain how to draw an ’isogeny graph’, whose
Chloe Martindale, Technische Universiteit Eindhoven Lorenz Panny, Technische Universiteit Eindhoven [email protected] [email protected] Introduction Quantum computers threaten to break most of the cryptography we are currently using to secure critical computer systems such as the internet. A quantum com-puter is a machine which employs .
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dr. Chloe Martindale Lorenz Panny, MSc Eindhoven, July 2018. Abstract The Di e-Hellman key exchange is a public key cryptosystem which enables two parties to generate a shared secret. The cryptosystem is secure under the assumption that the discrete logarithm
Chloe Martindale Supervisor: Marco Streng Motivation De nition 1 The modular polynomial of prime level pis a polynomial p(X;Y) 2Z[X;Y] which, for all ˝2H, satis es p(j(˝);j(p˝)) = 0; where j(˝) is the j-invariant for elliptic curves. Given the j-invariant jof en .Dr Chloe Martindale Lecturer in Cryptography, University of Bristol Engineering Faculty Research Showcase, 22nd April 2021. What is this all about? 1/11. Cryptography Sender Channel with eavesdropper ‘Eve’ Receiver Problems: I Communication channels store and spy on our data
WinC Seminar: Making and breaking post
Cryptographic applications of isogeny graphs of genus 2 and 3 curves Chloe Martindale www.martindale.info Eindhoven University of Technology 1/39LAIA AMORÓS, JAMES CLEMENTS, AND CHLOE MARTINDALE Abstract. Suppose you have a supersingular ‘-isogeny graph with vertices given by j-inarianvts de ned over F p2, where p= 4 f‘e 1 11 (mod 12) and ‘ 3 (mod 4). eW give an explicit parametrization of the maximal orders in Bp;1appearing as endomorphism rings of the elliptic curves in this graphChloe Martindale February 10, 2016 These notes are from a talk at Leiden University, of which the aim was to understand Drinfeld’s proof of the Serre-Tate theorem, following Katz’ paper ([Kat]), and so the theory of canonical lifts of abelian varieties. That is, given an abelian variety de ned over a nite eld of characteristic p>0, in what
Chloe Martindale . I am a Senior Lecturer in Cryptography at the University of Bristol.My current research is focussed on post-quantum cryptography, with a special focus on isogeny-based cryptography.See this article for a gentle general audience introduction to isogeny-based cryptography (comes with a warning that this was written before SIDH was broken), or see .Jacob Appelbaum, Chloe Martindale, and Peter Wu: eprint: published version: Quantum circuits for the CSIDH: optimizing quantum evaluation of isogenies Daniel J. Bernstein, Tanja Lange, Chloe Martindale, and Lorenz Panny: preprint: published version: website: Pairing-Friendly Twisted Hessian Curves Chitchanok Chuengsatiansup and Chloe MartindaleChloe Martindale (Universiteit Leiden and Universit e de Bordeaux) Supervised by Andreas Enge (Bordeaux), Peter Stevenhagen (Leiden) and Marco Streng (Leiden) October 16, 2015 Abstract I will start by de ning elliptic curves and isogenies and presenting an example. I will then explain how to draw an ’isogeny graph’, whoseChloe Martindale, Technische Universiteit Eindhoven Lorenz Panny, Technische Universiteit Eindhoven [email protected] [email protected] Introduction Quantum computers threaten to break most of the cryptography we are currently using to secure critical computer systems such as the internet. A quantum com-puter is a machine which employs .
dr. Chloe Martindale Lorenz Panny, MSc Eindhoven, July 2018. Abstract The Di e-Hellman key exchange is a public key cryptosystem which enables two parties to generate a shared secret. The cryptosystem is secure under the assumption that the discrete logarithmChloe Martindale Supervisor: Marco Streng Motivation De nition 1 The modular polynomial of prime level pis a polynomial p(X;Y) 2Z[X;Y] which, for all ˝2H, satis es p(j(˝);j(p˝)) = 0; where j(˝) is the j-invariant for elliptic curves. Given the j-invariant jof en .Dr Chloe Martindale Lecturer in Cryptography, University of Bristol Engineering Faculty Research Showcase, 22nd April 2021. What is this all about? 1/11. Cryptography Sender Channel with eavesdropper ‘Eve’ Receiver Problems: I Communication channels store and spy on our data
Cryptographic applications of isogeny graphs of genus 2 and 3 curves Chloe Martindale www.martindale.info Eindhoven University of Technology 1/39LAIA AMORÓS, JAMES CLEMENTS, AND CHLOE MARTINDALE Abstract. Suppose you have a supersingular ‘-isogeny graph with vertices given by j-inarianvts de ned over F p2, where p= 4 f‘e 1 11 (mod 12) and ‘ 3 (mod 4). eW give an explicit parametrization of the maximal orders in Bp;1appearing as endomorphism rings of the elliptic curves in this graph
Research
Dr Chloe Martindale
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chloe martindale|Research
