Travelled to:
1 × Czech Republic
1 × Denmark
1 × Germany
1 × Italy
1 × Japan
1 × Norway
1 × Poland
1 × Switzerland
1 × USA
2 × France
3 × Spain
Collaborated with:
G.D.Plotkin ∅ K.Tourlas E.Robinson E.Komendantskaya M.Tanaka M.Hyland Y.Kinoshita H.Thielecke G.Rosolini C.Hermida M.Makkai D.Sannella R.D.Tennent P.Johnstone T.Tsujishita H.Watanabe J.Worrell
Talks about:
logic (4) abstract (3) effect (3) comput (3) relat (3) data (3) coalgebra (2) structur (2) categori (2) program (2)
Person: John Power
DBLP: Power:John
Contributed to:
Wrote 17 papers:
- CSL-2011-KomendantskayaP #algebra #logic programming
- Coalgebraic Derivations in Logic Programming (EK, JP), pp. 352–366.
- TLCA-2005-PowerT
- Binding Signatures for Generic Contexts (JP, MT), pp. 308–323.
- FoSSaCS-2004-Power #canonical #modelling
- Canonical Models for Computational Effects (JP), pp. 438–452.
- FoSSaCS-2003-PowerT #abstraction #reasoning
- Abstraction in Reasoning about Higraph-Based Systems (JP, KT), pp. 392–408.
- TLCA-2003-Power #higher-order
- A Universal Embedding for the Higher Order Structure of Computational Effects (JP), pp. 301–315.
- FoSSaCS-2002-PlotkinP #monad
- Notions of Computation Determine Monads (GDP, JP), pp. 342–356.
- CSL-2001-PowerT #algebra
- An Algebraic Foundation for Higraphs (JP, KT), pp. 145–159.
- FoSSaCS-2001-PlotkinP #algebra
- Adequacy for Algebraic Effects (GDP, JP), pp. 1–24.
- CSL-2000-PowerR #abstraction #logic
- Logical Relations and Data Abstraction (JP, ER), pp. 497–511.
- ICALP-2000-PlotkinPST #logic
- Lax Logical Relations (GDP, JP, DS, RDT), pp. 85–102.
- PPDP-2000-HylandP #sketching #symmetry
- Symmetric monoidal sketches (MH, JP), pp. 280–288.
- PPDP-2000-PowerR #abstraction #logic
- Logical relations, data abstraction, and structured fibrations (JP, ER), pp. 15–23.
- CSL-1999-KinoshitaP #call-by #programming language
- Data-Refinement for Call-By-Value Programming Languages (YK, JP), pp. 562–576.
- ICALP-1999-PowerT
- Closed Freyd- and κ-categories (JP, HT), pp. 625–634.
- ICALP-1998-PowerR #approach #composition #semantics
- A Modular Approach to Denotational Semantics (JP, GR), pp. 351–362.
- LICS-1998-HermidaMP #higher-order #multi
- Higher Dimensional Multigraphs (CH, MM, JP), pp. 199–206.
- LICS-1998-JohnstonePTWW #algebra #axiom #category theory
- An Axiomatics for Categories of Transition Systems as Coalgebras (PJ, JP, TT, HW, JW), pp. 207–213.