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Travelled to:
1 × China
1 × Denmark
1 × India
1 × Italy
1 × United Kingdom
4 × USA
Collaborated with:
G.Barthe A.Roth M.Gaboardi A.Albarghouthi P.Strub E.J.G.Arias T.Espitau B.Grégoire J.Ullman T.Roughgarden A.A.d.Amorim Z.S.Wu S.Weirich R.A.Eisenberg S.Khanna C.Smith Kevin Liao S.Smolka N.Foster D.Kozen A.S.0001 L.M.F.Fioriti Z.Huang A.Haeberlen A.Narayan B.C.Pierce S.Katsumata Ikram Cherigui M.Ying Nengkun Yu L.Zhou T.Sato A.A.0001 D.G.0001 T.Kappé Praveen Kumar 0003 David M. Kahn
Talks about:
program (8) probabilist (7) privat (5) differenti (4) privaci (4) linear (4) proof (4) verif (3) coupl (3) type (3)

Person: Justin Hsu

DBLP DBLP: Hsu:Justin

Contributed to:

POPL 20152015
ICALP (1) 20142014
ICML c2 20142014
IFL 20142014
STOC 20142014
ICFP 20132013
POPL 20132013
STOC 20132013
ICALP (1) 20122012
ESOP 20182018
CAV (1) 20162016
CAV (1) 20182018
POPL 20172017
POPL 20182018
PLDI 20192019
POPL 20192019
POPL 20202020

Wrote 22 papers:

POPL-2015-BartheGAHRS #approximate #design #difference #higher-order #privacy #refinement #relational
Higher-Order Approximate Relational Refinement Types for Mechanism Design and Differential Privacy (GB, MG, EJGA, JH, AR, PYS), pp. 55–68.
ICALP-v1-2014-HsuRRU #linear #source code
Privately Solving Linear Programs (JH, AR, TR, JU), pp. 612–624.
ICML-c2-2014-GaboardiAHRW #query
Dual Query: Practical Private Query Release for High Dimensional Data (MG, EJGA, JH, AR, ZSW), pp. 1170–1178.
IFL-2014-AmorimGAH #linear #type checking
Really Natural Linear Indexed Type Checking (AAdA, MG, EJGA, JH), p. 5.
STOC-2014-HsuHRRW
Private matchings and allocations (JH, ZH, AR, TR, ZSW), pp. 21–30.
ICFP-2013-WeirichHE #similarity
System FC with explicit kind equality (SW, JH, RAE), pp. 275–286.
POPL-2013-GaboardiHHNP #dependent type #difference #linear #privacy
Linear dependent types for differential privacy (MG, AH, JH, AN, BCP), pp. 357–370.
STOC-2013-HsuRU #difference #equilibrium #privacy
Differential privacy for the analyst via private equilibrium computation (JH, AR, JU), pp. 341–350.
ICALP-v1-2012-HsuKR #distributed
Distributed Private Heavy Hitters (JH, SK, AR), pp. 461–472.
ESOP-2018-BartheEGGHS #logic #probability #source code
An Assertion-Based Program Logic for Probabilistic Programs (GB, TE, MG, BG, JH, PYS), pp. 117–144.
CAV-2016-BartheEFH #composition #invariant #probability
Synthesizing Probabilistic Invariants via Doob's Decomposition (GB, TE, LMFF, JH), pp. 43–61.
CAV-2018-AlbarghouthiH #constraints #proving #synthesis
Constraint-Based Synthesis of Coupling Proofs (AA, JH), pp. 327–346.
POPL-2017-AmorimGHKC #metric #semantics
A semantic account of metric preservation (AAdA, MG, JH, SyK, IC), pp. 545–556.
POPL-2017-BartheGHS #probability #proving #source code
Coupling proofs are probabilistic product programs (GB, BG, JH, PYS), pp. 161–174.
POPL-2018-AlbarghouthiH #difference #privacy #proving
Synthesizing coupling proofs of differential privacy (AA, JH), p. 30.
POPL-2018-BartheEGHS #probability #proving #source code
Proving expected sensitivity of probabilistic programs (GB, TE, BG, JH, PYS), p. 29.
PLDI-2019-SmolkaKKFHK0 #network #probability #scalability #verification
Scalable verification of probabilistic networks (SS, PK0, DMK, NF, JH, DK, AS0), pp. 190–203.
POPL-2019-SatoABGGH #approximate #convergence #higher-order #optimisation #probability #reasoning #source code #verification
Formal verification of higher-order probabilistic programs: reasoning about approximation, convergence, Bayesian inference, and optimization (TS, AA0, GB, MG, DG0, JH), p. 30.
POPL-2019-SmithHA #abstraction #probability
Trace abstraction modulo probability (CS, JH, AA), p. 31.
POPL-2020-BartheHL #logic #probability
A probabilistic separation logic (GB, JH, KL), p. 30.
POPL-2020-BartheHYYZ #proving #quantum #relational #source code
Relational proofs for quantum programs (GB, JH, MY, NY, LZ), p. 29.
POPL-2020-SmolkaFHKKS #algebra #linear #source code #testing #verification
Guarded Kleene algebra with tests: verification of uninterpreted programs in nearly linear time (SS, NF, JH, TK, DK, AS0), p. 28.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.