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TA1.1 — Theory (Scaffolding)

Program AreaActive

GBP 3.5M Phase 1 across 22 projects. Mathematical representations and formal semantics for world-models, specifications, and proofs. Covers category theory, probabilistic logic, and formal verification foundations. Scope expanded in Nov 2025 pivot.

GrantRecipientAmountDate
ARIA TA1.1: Hyper-optimised Tensor Contraction for Neural Networks VerificationUniversity of Birmingham2024-06Failed source check
ARIA TA1.1: Monoidal Coalgebraic MetricsUniversity Of Pisa2024-06Failed source check
ARIA TA1.1: ULTIMATE: Universal Stochastic Modelling, Verification and Synthesis FrameworkUniversity Of York2024-06Failed source check
ARIA TA1.1: Modal Types for Quantitative AnalysisUniversity Of Kent2024-06Failed source check
ARIA TA1.1: Doubly Categorical Systems LogicMatteo Capucci (Independent)2024-06Failed source check
ARIA TA1.1: Philosophical Applied Category TheoryDavid Corfield (Independent)2024-06Failed source check
ARIA TA1.1: Quantitative Predicate Logic as a Foundation for Verified MLHeriot-Watt University2024-06Failed source check
ARIA TA1.1: Axiomatic Theories of String Diagrams for Categories of Probabilistic ProcessesUniversity College London2024-06Failed source check
ARIA TA1.1: Learning-Theoretic AI SafetyAssociation for Long Term Existence and Resilience (ALTER)2024-06Failed source check
ARIA TA1.1: Safety: Core representation underlying safeguarded AIUniversity of Edinburgh2024-06Failed source check
ARIA TA1.1: True Categorical Programming for Composable SystemsGLAIVE2024-06Failed source check
ARIA TA1.1: Supermartingale Certificates for Temporal LogicUniversity of Oxford2024-06Failed source check
ARIA TA1.1: SAINT: Safe AI ageNTsUniversity of Oxford2024-06Needs attention
ARIA TA1.1: Computational Mechanics Approach to World ModelsUniversity Of Sussex2024-06Failed source check
ARIA TA1.1: Unified Automated Reasoning for Randomised Distributed SystemsUniversity College London2024-06Failed source check
ARIA TA1.1: Employing Categorical Probability Towards Safe AIUniversity of Oxford2024-06Failed source check
ARIA TA1.1: Probabilistic Protocol Specification for Distributed Autonomous ProcessesUniversity of Oxford2024-06Failed source check
ARIA TA1.1: Event Structures as World ModelsUniversity Of Bristol2024-06Failed source check
ARIA TA1.1: Syntax and Semantics for Multimodal Petri NetsTallinn University Of Technology2024-06Failed source check
ARIA TA1.1: Double Categorical Systems Theory for Safeguarded AITopos Institute2024-06Failed source check
ARIA TA1.1: String Diagrammatic Probabilistic LogicTallinn University Of Technology2024-06Failed source check
ARIA TA1.1: Profunctors: A unified semantics for safeguarded AIUniversity Of Manchester2024-06Failed source check
ARIA TA1.1: Event Structures as World ModelsUniversity Of Bristol2024-01Failed source check
ARIA TA1.1: Employing Categorical Probability Towards Safe AIUniversity of Oxford2024-01Failed source check
ARIA TA1.1: Safety: Core representation underlying safeguarded AIUniversity of Edinburgh2024-01Failed source check
ARIA TA1.1: Supermartingale Certificates for Temporal LogicUniversity of Oxford2024-01Failed source check
ARIA TA1.1: Double Categorical Systems Theory for Safeguarded AITopos Institute2024-01Failed source check
ARIA TA1.1: Monoidal Coalgebraic MetricsUniversity Of Pisa2024-01Failed source check
ARIA TA1.1: ULTIMATE: Universal Stochastic Modelling, Verification and Synthesis FrameworkUniversity Of York2024-01Failed source check
ARIA TA1.1: Learning-Theoretic AI SafetyAssociation for Long Term Existence and Resilience (ALTER)2024-01Failed source check
ARIA TA1.1: Syntax and Semantics for Multimodal Petri NetsTallinn University Of Technology2024-01Failed source check
ARIA TA1.1: Doubly Categorical Systems LogicMatteo Capucci (Independent)2024-01Failed source check
ARIA TA1.1: Philosophical Applied Category TheoryDavid Corfield (Independent)2024-01Failed source check
ARIA TA1.1: True Categorical Programming for Composable SystemsGLAIVE2024-01Failed source check
ARIA TA1.1: Computational Mechanics Approach to World ModelsUniversity Of Sussex2024-01Failed source check
ARIA TA1.1: Quantitative Predicate Logic as a Foundation for Verified MLHeriot-Watt University2024-01Failed source check
ARIA TA1.1: Axiomatic Theories of String Diagrams for Categories of Probabilistic ProcessesUniversity College London2024-01Failed source check
ARIA TA1.1: Unified Automated Reasoning for Randomised Distributed SystemsUniversity College London2024-01Failed source check
ARIA TA1.1: String Diagrammatic Probabilistic LogicTallinn University Of Technology2024-01Failed source check
ARIA TA1.1: Profunctors: A unified semantics for safeguarded AIUniversity Of Manchester2024-01Failed source check
ARIA TA1.1: Probabilistic Protocol Specification for Distributed Autonomous ProcessesUniversity of Oxford2024-01Failed source check
ARIA TA1.1: Hyper-optimised Tensor Contraction for Neural Networks VerificationUniversity of Birmingham2024-01Failed source check
ARIA TA1.1: SAINT: Safe AI ageNTsUniversity of Oxford2024-01Needs attention
ARIA TA1.1: Modal Types for Quantitative AnalysisUniversity Of Kent2024-01Failed source check

Other Advanced Research and Invention Agency (ARIA) Divisions

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