Jamie Vicary
| Name: | Jamie Vicary |
| Affiliation: | University of Cambridge |
| E-mail: | (only provided to users who are logged into talks.cam) |
| Last login: | 13 Apr 2026, 9:25 a.m. |
Public lists managed by Jamie Vicary
Talks given by Jamie Vicary
Obviously this only lists talks that are listed through talks.cam. Furthermore, this facility only works if the speaker's e-mail was specified in a talk. Most talks have not done this.
Talks organised by Jamie Vicary
This list is based on what was entered into the 'organiser' field in a talk. It may not mean that Jamie Vicary actually organised the talk, they may have been responsible only for entering the talk into the talks.cam system.
- A selective and biased choice of techniques for building a distributed data store
- Synthesis modulo oracles
- Testing GPU Memory Consistency at Large
- A categorical semantics for neural networks
- Computing inverses in higher categories
- Coherence by Normalization for Linear Multicategorical Structures
- Software for Compositional Modeling
- Higher-Order Algebraic Effects and Handlers
- A couple of things I’ve learned about algebraically universal categories
- Polymorphic Subtyping with Polarisation: ∀ ± ∃
- Optimizations in a formally verified compiler
- Formalizing General Calculi with Binders in Rewriting Logic
- RoboCert: A Formal Specification Notation for Robotic Software
- Making concurrency functional
- Compound Memory Models
- Types-To-Sets and Types-to-PERs Relativization in Higher-Order Logic
- Model Checking Disjoint-Paths Logic on Topological-Minor-Free Graph Classes
- Graduality and Parametricity - Together again for the first time, for the second time
- Stochastic games and strategy complexity
- The Functional Machine Calculus
- Bidirectional typing is not just an implementation technique
- When Concurrency Strikes
- Functional Programming with an Incremental Datalog
- Functional Programming with an Incremental Datalog
- String diagrams for semistrict n-categories
- The linear operator semantics of probabilistic programs
- Linear Logic and the Semantics of Concurrent Computation
- On bilinearity of Whitehead products in Homotopy Type Theory
- Subcubic certificates for CFL reachability
- Coherent differentiation makes the differential lambda-calculus deterministic
- Generic pattern unification: a categorical approach
- ∞-type theories and coherence problems
- Mixing finite and infinite structure
- Verification for free: using K to build a theorem prover for any language
- Title to be confirmed
- The Expressive Power of CSP Quantifiers
- Algebraic type theory
- Staged Compilation with Two-Level Type Theory
- Decoding Nets: A Formal Take on Address Translation
- Finite-state polynomial computation
- Symmetries in quantitative semantics
- Title to be confirmed
- Symmetries in Reversible Programming
- Game comonads, FVM theorems, and bilinear maps
- The complexity of counting problems
- Cyclic Implicit Complexity
- How undecidable are HyperLTL and HyperCTL*?
- A categorical view of conditional expectation
- CANCELLED -- The complexity of counting problems
- Relational databases versus relational models
- Theorem Provers to Protect Democracy: Formally Verified Vote-Counting-Software
- A computational method for left adjointness
- Towards a geometry for syntax
- Enriched categories for optimal transport
- The Semantics of Shared Memory in Intel CPU/FPGA Systems
- CaTT, a type-theory to describe weak omega-categories
- Quantum Software in 2021: Patterns and Problems
- Unfinity Categories
- Promising ARMv8/RISC-V relaxed memory
- Fully Abstract Models of Call-by-Value Languages, à la O'Hearn & Riecke
- Fully Abstract Models of Call-by-Value Languages, à la O'Hearn & Riecke
- Fully Abstract Models of Call-by-Value Languages, à la O'Hearn & Riecke
- Lovász' Theorem and Comonads in Finite Model Theory
- Free Commutative Monoids in Homotopy Type Theory
- Symmetric Arithmetic Circuits
- Axiomatic Concurrency Semantics for Full-Scale ARMv8-A using Symbolic Execution
- Incrementality xor currency for monotone fixed points
- Higher Algebra in Computer Science
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