Collaborated with:
E.Cavallo J.Tassarotti C.Angiuli R.J.0002 K.H.(Favonia) Stefan K. Muller U.A.Acar Todd Wilson Ananya Kumar G.E.Blelloch
Talks about:
type (5) theori (4) comput (4) higher (3) cubic (3) parallel (2) concurr (2) logic (2) dimension (1) construct (1)
Person: Robert Harper 0001
DBLP: 0001:Robert_Harper
Contributed to:
Wrote 8 papers:
- ESOP-2017-TassarottiJ0 #concurrent #higher-order #logic #refinement
- A Higher-Order Logic for Concurrent Termination-Preserving Refinement (JT, RJ0, RH0), pp. 909–936.
- CSL-2018-AngiuliF0 #reasoning #type system
- Cartesian Cubical Computational Type Theory: Constructive Reasoning with Paths and Equalities (CA, KBH(, RH0), p. 17.
- CSL-2020-Cavallo0 #parametricity #type system
- Internal Parametricity for Cubical Type Theory (EC, RH0), p. 17.
- PLDI-2017-MullerA0 #parallel #thread
- Responsive parallel computation: bridging competitive and cooperative threading (SKM, UAA, RH0), pp. 677–692.
- POPL-2017-AngiuliHW #type system
- Computational higher-dimensional type theory (CA, RH0, TW), pp. 680–693.
- POPL-2017-KumarBH #array #functional #parallel
- Parallel functional arrays (AK, GEB, RH0), pp. 706–718.
- POPL-2019-CavalloH #induction #type system
- Higher inductive types in cubical computational type theory (EC, RH0), p. 27.
- POPL-2019-TassarottiH #concurrent #logic #random #source code
- A separation logic for concurrent randomized programs (JT, RH0), p. 30.