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Cryptographic Primitives for Symmetric Cryptography PhD Encrypting data is essential for ensuring the security of our electronic communications. The ciphers in current use are built from smaller components, one of them being a cryptographic Boolean function. Such functions must satisfy several properties in order to withstand cryptographic attacks: high non-linearity, high algebraic degree, low differential uniformity etc. This project will look mostly at differential uniformity as well as generalisations of this parameter. It aims to answer questions like: What are the optimal values that can be achieved for these parameters? How many optimal functions are there? How to construct such functions? How to test if proposed or existing functions (from currently existing ciphers) are optimal or close to optimal from this point is view? These results will feed into the design and analysis of future ciphers. Your main supervisor will be Dr Ana Salagean, who has a long track record of research in the area of mathematical aspects of cryptography. The work will involve weekly meetings and opportunities to present the work in the Department and at international conferences and workshops. The PhD student will be free to develop their research in new directions, according to their own interests, as the work progresses. While the total working hours are expected to be similar to a full-time job, there is flexibility on when and where the work is done.
Programme overview
Main Subject
Computer Science and Information Systems
Degree
PhD
Study Level
PHD
Study Mode
On Campus
Cryptographic Primitives for Symmetric Cryptography PhD Encrypting data is essential for ensuring the security of our electronic communications. The ciphers in current use are built from smaller components, one of them being a cryptographic Boolean function. Such functions must satisfy several properties in order to withstand cryptographic attacks: high non-linearity, high algebraic degree, low differential uniformity etc. This project will look mostly at differential uniformity as well as generalisations of this parameter. It aims to answer questions like: What are the optimal values that can be achieved for these parameters? How many optimal functions are there? How to construct such functions? How to test if proposed or existing functions (from currently existing ciphers) are optimal or close to optimal from this point is view? These results will feed into the design and analysis of future ciphers. Your main supervisor will be Dr Ana Salagean, who has a long track record of research in the area of mathematical aspects of cryptography. The work will involve weekly meetings and opportunities to present the work in the Department and at international conferences and workshops. The PhD student will be free to develop their research in new directions, according to their own interests, as the work progresses. While the total working hours are expected to be similar to a full-time job, there is flexibility on when and where the work is done.
Admission Requirements
3.2+
92+
92+
Students are expected to have obtained, or about to graduate with at least a BSc 2:1 (or international equivalent) in Computer Science or Mathematics.
01 Jan 2026
3 Years
Apr
Jul
Domestic
4,786
International
27,500
Scholarships
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Cryptographic Primitives for Symmetric Cryptography PhD
Loughborough University, Loughborough, United Kingdom
# 251-300QS Subject Rankings
36 monthsProgramme duration
27,500 Tuition Fee/year
01 Jan, 2026Application Deadline
Programme overview
Main Subject
Computer Science and Information Systems
Degree
PhD
Study Level
PHD
Study Mode
On Campus
Encrypting data is essential for ensuring the security of our electronic communications. The ciphers in current use are built from smaller components, one of them being a cryptographic Boolean function. Such functions must satisfy several properties in order to withstand cryptographic attacks: high non-linearity, high algebraic degree, low differential uniformity etc. This project will look mostly at differential uniformity as well as generalisations of this parameter. It aims to answer questions like: What are the optimal values that can be achieved for these parameters? How many optimal functions are there? How to construct such functions? How to test if proposed or existing functions (from currently existing ciphers) are optimal or close to optimal from this point is view? These results will feed into the design and analysis of future ciphers.
Your main supervisor will be Dr Ana Salagean, who has a long track record of research in the area of mathematical aspects of cryptography. The work will involve weekly meetings and opportunities to present the work in the Department and at international conferences and workshops. The PhD student will be free to develop their research in new directions, according to their own interests, as the work progresses. While the total working hours are expected to be similar to a full-time job, there is flexibility on when and where the work is done.
Programme overview
Main Subject
Computer Science and Information Systems
Degree
PhD
Study Level
PHD
Study Mode
On Campus
Encrypting data is essential for ensuring the security of our electronic communications. The ciphers in current use are built from smaller components, one of them being a cryptographic Boolean function. Such functions must satisfy several properties in order to withstand cryptographic attacks: high non-linearity, high algebraic degree, low differential uniformity etc. This project will look mostly at differential uniformity as well as generalisations of this parameter. It aims to answer questions like: What are the optimal values that can be achieved for these parameters? How many optimal functions are there? How to construct such functions? How to test if proposed or existing functions (from currently existing ciphers) are optimal or close to optimal from this point is view? These results will feed into the design and analysis of future ciphers.
Your main supervisor will be Dr Ana Salagean, who has a long track record of research in the area of mathematical aspects of cryptography. The work will involve weekly meetings and opportunities to present the work in the Department and at international conferences and workshops. The PhD student will be free to develop their research in new directions, according to their own interests, as the work progresses. While the total working hours are expected to be similar to a full-time job, there is flexibility on when and where the work is done.
Admission Requirements
Domestic
International
Scholarships
Selecting the right scholarship can be a daunting process. With countless options available, students often find themselves overwhelmed and confused. The decision can be especially stressful for those facing financial constraints or pursuing specific academic or career goals.
To help students navigate this challenging process, we recommend the following articles:
How to get a full scholarship
Looking for a fully-funded scholarship to see you into university? Find out how to boost your chances of getting one.
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Find scholarships to study abroad with our lists of international scholarships – categorized by country, by subject, and by type of student.
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Design and fabrication Custom Foot Orthotics PhD
Design of Programmable Mechanical Metamaterials PhD
Developing Diffusion Models for Electric Vehicle: Spatial-temporal analysis and Policy Evaluation PhD
Developing Natural Surfactants from Biomass for Industrial Applications PhD
Development of New Digital Technologies and Generative Artificial Intelligence Tools For The Next Generation Green-By-Design and Sustainable Pharmaceuticals PhD
Development of Robust Wall Modelling for Practical Aerodynamic High Fidelity Prediction Phd
Dynamic Deformation, Damage and Fracture Of Composites PhD
Energy Efficiency Optimisation of Electric Vehicles In Dynamic Driving Scenarios PhD
Engineering New Materials for Solid-State Cooling Phd
Enhancing Human-Robot Interaction: Leveraging Artificial Intelligence for Emotional Intelligence in Robotics PhD
Unveiling Molecular Mechanisms of the Beneficial Impact of Exercise on Cancer Metabolism PhD
Using the Metabolome to Study Aging and Geroprotectors in 3D Cell Models PhD
Visual Data Mining on Proteins and Biomedicine Crystallisation PhD
Waste-derived Bioplastics for a Circular and Sustainable Food Packaging Economy PhD
Life Sciences and Medicine (6)
Adaptive and Predictive Computational Modelling of Biomaterials: A Digital Twin Framework for Next-Generation Personalised Healthcare PhD
Adaptive and Predictive Computational Modelling of Biomaterials: A Digital Twin Framework for Next-Generation Personalised Healthcare PhD
Biomarkers of Aging PhD
Biomarkers of Aging PhD
Developing Prescription Guidelines for Passive Heat Therapy PhD
Developing Prescription Guidelines for Passive Heat Therapy PhD
Does Socialised Real-Life Body Exposure Promote Body Image Positivity PhD
Does Socialised Real-Life Body Exposure Promote Body Image Positivity PhD
Energy Dissipation In Human Soft Tissue During Impacts PhD
Energy Dissipation In Human Soft Tissue During Impacts PhD
Natural Sciences (6)
Accelerated Screening and Synthesis of New Chemotherapeutic Agents for Pancreatic Cancer PhD
Accelerated Screening and Synthesis of New Chemotherapeutic Agents for Pancreatic Cancer PhD
Bespoke Organometallic Compounds for Anticancer Studies PhD
Bespoke Organometallic Compounds for Anticancer Studies PhD
Bio-based Sustainable Materials for Autonomous Thermal Management in Wearables PhD
Bio-based Sustainable Materials for Autonomous Thermal Management in Wearables PhD
Biomimmetic Catalytic Asymmetric Synthesis of the Bisorbicillinoids and Related Products PhD
Biomimmetic Catalytic Asymmetric Synthesis of the Bisorbicillinoids and Related Products PhD
Climate and Ecological Transitions Hub Studentship PhD
Climate and Ecological Transitions Hub Studentship PhD
Coherent State Methods in Spectral Asymptotics PhD
Coherent State Methods in Spectral Asymptotics PhD
Computational Modelling of Sustainable Alloys PhD
Designing Classroom Tasks To Improve Students’ Learning Of Mathematics PhD
Developing Novel Antibiofilm Coatings for Sustainable Biofilm-Free Surfaces PhD
Development of Hybrid Microcomb Sources with Topologically Protected Dark Resonances for Simultaneous Classical and Quantum PhD
Development of Novel Bicyclopentanes (BCP) Bioisosteres From Bench Stable [1.1.1]-Propellane Precursors PhD
Digital Twins for Biofilm Management PhD
Dispersionless Integrable Systems In 2+1 Dimensions PhD
Social Sciences and Management (6)
An Evaluation of Erasmus+ Sport Projects and Their Impact on EU Sport Policy Development PhD
An Evaluation of Erasmus+ Sport Projects and Their Impact on EU Sport Policy Development PhD
Climate Change, Work Design and Worker Wellbeing Phd
Climate Change, Work Design and Worker Wellbeing Phd
Communication and Social Change (CSC) Hub Studentship PhD
Communication and Social Change (CSC) Hub Studentship PhD
Enhancing Motivation in Sport and Exercise Contexts PhD
Enhancing Motivation in Sport and Exercise Contexts PhD
Out of School Youth Provision: An Analysis of Funding and Operational Resilience within the Sector PhD
Out of School Youth Provision: An Analysis of Funding and Operational Resilience within the Sector PhD