Travelled to:
1 × Estonia
1 × Germany
1 × Ireland
1 × Spain
1 × Switzerland
1 × United Kingdom
18 × USA
2 × Austria
2 × France
2 × Greece
2 × Portugal
2 × The Netherlands
4 × Italy
Collaborated with:
A.Pnueli H.B.Sipma R.J.Waldinger H.Sipma M.Abadi N.Dershowitz A.R.Bradley S.Sankaranarayanan ∅ E.Y.Chang L.d.Alfaro T.E.Uribe T.Zhang T.A.Henzinger A.Anuchitanukul A.Shamir J.Vuillemin A.K.Chandra M.Colón C.Sánchez B.Jonsson Y.Malachi J.Y.Halpern B.C.Moszkowski M.Ben-Ari Y.Kesten H.McGuire N.Bjørner A.Browne A.Kapur H.Devarajan J.Lee
Talks about:
program (13) tempor (12) system (8) verif (6) deduct (5) logic (5) time (5) linear (4) relat (4) prove (4)
Person: Zohar Manna
DBLP: Manna:Zohar
Contributed to:
Wrote 51 papers:
- FASE-2007-SanchezSM #concurrent #distributed #product line #protocol
- A Family of Distributed Deadlock Avoidance Protocols and Their Reachable State Spaces (CS, HBS, ZM), pp. 155–169.
- VMCAI-2006-BradleyMS #array #decidability #question #what
- What’s Decidable About Arrays? (ARB, ZM, HBS), pp. 427–442.
- VMCAI-2006-SankaranarayananCSM #analysis #performance #relational
- Efficient Strongly Relational Polyhedral Analysis (SS, MC, HBS, ZM), pp. 111–125.
- CADE-2005-ZhangSM #decidability #first-order
- The Decidability of the First-Order Theory of Knuth-Bendix Order (TZ, HBS, ZM), pp. 131–148.
- CAV-2005-BradleyMS #linear #ranking #reachability
- Linear Ranking with Reachability (ARB, ZM, HBS), pp. 491–504.
- ICALP-2005-BradleyMS #principle #ranking
- The Polyranking Principle (ARB, ZM, HBS), pp. 1349–1361.
- VMCAI-2005-BradleyMS #polynomial #source code #termination
- Termination of Polynomial Programs (ARB, ZM, HBS), pp. 113–129.
- VMCAI-2005-SankaranarayananSM #analysis #linear #programming #scalability #using
- Scalable Analysis of Linear Systems Using Mathematical Programming (SS, HBS, ZM), pp. 25–41.
- IJCAR-2004-ZhangSM #constraints #data type #integer #recursion
- Decision Procedures for Recursive Data Structures with Integer Constraints (TZ, HBS, ZM), pp. 152–167.
- POPL-2004-SankaranarayananSM #generative #invariant #using
- Non-linear loop invariant generation using Gröbner bases (SS, HS, ZM), pp. 318–329.
- SAS-2004-SankaranarayananSM #analysis #constraints
- Constraint-Based Linear-Relations Analysis (SS, HBS, ZM), pp. 53–68.
- ICALP-2000-MannaS #safety
- Alternating the Temporal Picture for Safety (ZM, HS), pp. 429–450.
- CAV-1999-MannaS #diagrams #induction #verification
- Verification of Parameterized Systems by Dynamic Induction on Diagrams (ZM, HS), pp. 25–41.
- TACAS-1997-AlfaroM #verification #visual notation
- Visual Verification of Reactive Systems (LdA, ZM, HBS, TEU), pp. 334–350.
- CAV-1996-AlfaroM #diagrams #verification
- Temporal Verification by Diagram Transformations (LdA, ZM), pp. 288–299.
- CAV-1996-BjornerBCCKMSU #named #realtime #verification
- STeP: Deductive-Algorithmic Verification of Reactive and Real-Time Systems (NB, AB, EYC, MC, AK, ZM, HS, TEU), pp. 415–418.
- CAV-1996-SipmaUM #deduction #model checking
- Deductive Model Checking (HS, TEU, ZM), pp. 208–219.
- CAV-1994-AnuchitanukulM #synthesis
- Realizability and Synthesis of Reactive Modules (AA, ZM), pp. 156–168.
- CAV-1994-Manna #model checking
- Beyond Model Checking (ZM), pp. 220–221.
- LICS-1994-ChangMP #composition #realtime #verification
- Compositional Verification of Real-Time Systems (EYC, ZM, AP), pp. 458–465.
- CAV-1993-KestenMMP #algorithm #logic
- A Decision Algorithm for Full Propositional Temporal Logic (YK, ZM, HM, AP), pp. 97–109.
- CADE-1992-MannaW
- The Special-Relation Rules are Incomplete (ZM, RJW), pp. 492–506.
- ICALP-1992-ChangMP
- Characterization of Temporal Property Classes (EYC, ZM, AP), pp. 474–486.
- ICALP-1992-HenzingerMP #question #what
- What Good Are Digital Clocks? (TAH, ZM, AP), pp. 545–558.
- POPL-1991-HenzingerMP #proving #realtime
- Temporal Proof Methodologies for Real-time Systems (TAH, ZM, AP), pp. 353–366.
- ICALP-1989-MannaP
- Completing the Temporal Picture (ZM, AP), pp. 534–558.
- POPL-1987-MannaP #concurrent #source code #specification #verification
- Specification and Verification of Concurrent Programs By Forall-Automata (ZM, AP), pp. 1–12.
- SLP-1987-AbadiM87 #logic programming
- Temporal Logic Programming (MA, ZM), pp. 4–16.
- CADE-1986-AbadiM #proving #theorem proving
- Modal Theorem Proving (MA, ZM), pp. 172–189.
- CADE-1986-MannaW #how #logic
- How to Clear a Block: Plan Formation in Situational Logic (ZM, RJW), pp. 622–640.
- LICS-1986-AbadiM
- A Timely Resolution (MA, ZM), pp. 176–186.
- LICS-1986-JonssonMW #data flow #deduction #network #synthesis #towards
- Towards Deductive Synthesis of Dataflow Networks (BJ, ZM, RJW), pp. 26–37.
- ICALP-1985-MannaW #automation #deduction
- Special Relations in Automated Deduction (ZM, RJW), pp. 413–423.
- LFP-1984-MalachiMW #named #programming language
- TABLOG: The Deductive-Tableau Programming Language (YM, ZM, RJW), pp. 323–330.
- ICALP-1983-HalpernMM #hardware #semantics
- A Hardware Semantics Based on Temporal Intervals (JYH, ZM, BCM), pp. 278–291.
- ICALP-1983-MannaP #precedence #proving
- Proving Precedence Properties: The Temporal Way (ZM, AP), pp. 491–512.
- POPL-1983-MannaP #how #proving
- How to Cook a Temporal Proof System for Your Pet Language (ZM, AP), pp. 141–154.
- POPL-1981-Ben-AriMP #branch #logic
- The Temporal Logic of Branching Time (MBA, ZM, AP), pp. 164–176.
- POPL-1980-MannaP #problem
- Synchronous Schemes and Their Decision Problems (ZM, AP), pp. 62–67.
- ICALP-1979-DershowitzM #multi #order #proving #termination
- Proving termination with Multiset Orderings (ND, ZM), pp. 188–202.
- ICALP-1979-MannaP #logic #source code
- The Modal Logic of Programs (ZM, AP), pp. 385–409.
- ICSE-1978-DershowitzM
- Inference Rules for Program Annotation (ND, ZM), pp. 158–167.
- ICSE-1978-MannaW #source code #synthesis
- The Synthesis of Structure Changing Programs (ZM, RJW), pp. 175–187.
- POPL-1977-DershowitzM #automation #evolution #source code
- The Evolution of Programs: A System for Automatic Program Modification (ND, ZM), pp. 144–154.
- ICSE-1976-MannaW #correctness #proving
- Is “Sometime” Sometimes Better Than “Always”? Intermittent Assertions in Proving Program Correctness (ZM, RJW), pp. 32–39.
- STOC-1975-MannaS #recursion #source code
- The Optimal Fixedpoint of Recursive Programs (ZM, AS), pp. 194–206.
- ICALP-1972-MannaV #approach #fixpoint #formal method
- Fixpoint Approach to the Theory of Computation (ZM, JV), pp. 273–291.
- STOC-1972-ChandraM #similarity
- Program Schemas with Equality (AKC, ZM), pp. 52–64.
- STOC-1970-Manna #higher-order
- Second-Order Mathematical Theory of Computation (ZM), pp. 158–168.
- STOC-1969-MannaP #formal method #recursion
- Formalization of Properties of Recursively Defined Functions (ZM, AP), pp. 201–210.
- TAPSOFT-1995-MannaBBCCADKLSU #named #proving
- STeP: The Stanford Temporal Prover (ZM, NB, AB, EYC, MC, LdA, HD, AK, JL, HS, TEU), pp. 793–794.