An Interview with Leslie Lamport 2013 Recipient of the ACM Turing Award
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Obituary: Amir Pnueli, 1941–2009 Krzysztof R. Apt and Lenore D. Zuck
Obituary: Amir Pnueli, 1941–2009 Krzysztof R. Apt and Lenore D. Zuck Amir Pnueli was born in Nahalal, Israel, on April 22, 1941 and passed away in New York City on November 2, 2009 as a result of a brain hemorrhage. Amir founded the computer science department in Tel-Aviv University in 1973. In 1981 he joined the department of mathematical sciences at the Weiz- mann Institute of Science, where he spent most of his career and where he held the Estrin family chair. In recent years, Amir was a faculty member at New York University where he was a NYU Silver Professor. Throughout his career, in spite of an impressive list of achievements, Amir remained an extremely modest and selfless researcher. His unique combination of excellence and integrity has set the tone in the large community of researchers working on specification and verification of programs and systems, program semantics and automata theory. Amir was devoid of any arrogance and those who knew him as a young promising researcher were struck how he maintained his modesty throughout his career. Amir has been an active and extremely hard working researcher till the last moment. His sudden death left those who knew him in a state of shock and disbelief. For his achievements Amir received the 1996 ACM Turing Award. The citation reads: “For seminal work introducing temporal logic into computing science and for outstanding contributions to program and system verification.” Amir also received, for his contributions, the 2000 Israel Award in the area of exact sciences. More recently, in 2007, he shared the ACM Software System Award. -
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Nir Piterman, Associate Professor Coordinates Email: fi[email protected] Homepage: www.cs.le.ac.uk/people/np183 Phone: +44-XX-XXXX-XXXX Research Interests My research area is formal verification. I am especially interested in algorithms for model checking and design synthesis. A major part of my work is on the automata-theoretic approach to verification and especially to model checking. I am also working on applications of formal methods to biological modeling. Qualifications Oct. 2000 { Mar. 2005 Ph.D. in the Department of Computer Science and Applied Mathe- matics at the Weizmann Institute of Science, Rehovot, Israel. • Research Area: Formal Verification. • Thesis: Verification of Infinite-State Systems. • Supervisor: Prof. Amir Pnueli. Oct. 1998 { Oct. 2000 M.Sc. in the Department of Computer Science and Applied Mathe- matics at the Weizmann Institute of Science, Rehovot, Israel. • Research Area: Formal Verification. • Thesis: Extending Temporal Logic with !-Automata. • Supervisor: Prof. Amir Pnueli and Prof. Moshe Vardi. Oct. 1994 { June 1997 B.Sc. in Mathematics and Computer Science in the Hebrew Univer- sity, Jerusalem, Israel. Academic Employment Mar. 2019 { Present Senior Lecturer/Associate Professor in the Department of Com- puter Science and Engineering in University of Gothenburg. Oct. 2012 { Feb. 2019 Reader/Associate Professor in the Department of Informatics in University of Leicester. Oct. 2010 { Sep. 2012 Lecturer in the Department of Computer Science in University of Leicester. Aug. 2007 { Sep. 2010 Research Associate in the Department of Computing in Imperial College London. Host: Dr. Michael Huth Oct. 2004 { July 2007 PostDoc in the school of Computer and Communication Sciences at the Ecole Polytechnique F´ed´eralede Lausanne. -
The Power of Abstraction
The Power of Abstraction Barbara Liskov March 2013 MIT CSAIL Software is Complex Systems are big and they do complicated things and they may be distributed and/or concurrent Addressing Complexity Algorithms, data structures, protocols Addressing Complexity Algorithms, data structures, protocols Programming methodology Programming languages This Talk Programming methodology as it developed Programming languages Programming languages today The Situation in 1970 The software crisis! Programming Methodology How should programs be designed? How should programs be structured? The Landscape E. W. Dijkstra. Go To Statement Considered Harmful. Cacm, Mar. 1968 The Landscape N. Wirth. Program Development by Stepwise Refinement. Cacm, April 1971 The Landscape D. L. Parnas. Information Distribution Aspects of Design Methodology. IFIP Congress, 1971 “The connections between modules are the assumptions which the modules make about each other.” Modularity A program is a collection of modules Modularity A program is a collection of modules Each module has an interface, described by a specification Modularity A program is a collection of modules Each has an interface, described by a specification A module’s implementation is correct if it meets the specification A using module depends only on the specification Modularity A program is a collection of modules Each has an interface, described by a specification A module’s implementation is correct if it meets the specification A using module depends only on the specification E.g. a sort routine sort(a) Benefits of Modularity Local reasoning Modifiability Independent development The Situation in 1970 Procedures were the only type of module Not powerful enough, e.g., a file system Not used very much Complicated connections Partitions B. -
MIT Turing Laureates Propose Creation of School of Computing an Open Letter to President Rafael Reif
9/26/2017 The Tech OPINION LETTER TO THE EDITOR MIT Turing laureates propose creation of School of Computing An open letter to President Rafael Reif By MIT Turing Laureates | Sep. 20, 2017 Facebook Dear Rafael, Twitter There comes a time, in the course of scientic evolution, when a discipline is ready to emerge from the womb of its parent disciplines and take its own place in the world. For Reddit computer science, or more accurately, for the eld of computing, this moment is now. Print Born from a combination of mathematics and electrical engineering, with the original intent of speeding up calculations, computer science has grown to encompass all information processing and most communications and now to provide an alternative evolutionary path to intelligence. Computer science is rapidly becoming an essential part of most academic disciplines, and students are voting with their feet. One third of MIT undergraduates are majoring in computer science. This trend is unlikely to slow down anytime soon. We, the 7 active MIT Turing Award winners, therefore write this open letter to recommend that you consider the bold step of establishing a School of Computing at MIT. The new school, a brother to the Schools of Engineering and Science, will allow the eld of computing, with its many https://thetech.com/2017/09/20/turing-laureates-open-letter-to-reif 1/4 9/26/2017 The Tech facets and sub-elds, to grow and interact naturally with the Institute’s scientic and engineering environment. The Tech Submit Campus Life Stories Today the study of computation is housed primarily in the EECS department within the School of Engineering, but departments are limited in their ability to hire and grow. -
On-The-Fly Garbage Collection: an Exercise in Cooperation
8. HoIn, B.K.P. Determining lightness from an image. Comptr. Graphics and Image Processing 3, 4(Dec. 1974), 277-299. 9. Huffman, D.A. Impossible objects as nonsense sentences. In Machine Intelligence 6, B. Meltzer and D. Michie, Eds., Edinburgh U. Press, Edinburgh, 1971, pp. 295-323. 10. Mackworth, A.K. Consistency in networks of relations. Artif. Intell. 8, 1(1977), 99-118. I1. Marr, D. Simple memory: A theory for archicortex. Philos. Trans. Operating R.S. Gaines Roy. Soc. B. 252 (1971), 23-81. Systems Editor 12. Marr, D., and Poggio, T. Cooperative computation of stereo disparity. A.I. Memo 364, A.I. Lab., M.I.T., Cambridge, Mass., 1976. On-the-Fly Garbage 13. Minsky, M., and Papert, S. Perceptrons. M.I.T. Press, Cambridge, Mass., 1968. Collection: An Exercise in 14. Montanari, U. Networks of constraints: Fundamental properties and applications to picture processing. Inform. Sci. 7, 2(April 1974), Cooperation 95-132. 15. Rosenfeld, A., Hummel, R., and Zucker, S.W. Scene labelling by relaxation operations. IEEE Trans. Systems, Man, and Cybernetics Edsger W. Dijkstra SMC-6, 6(June 1976), 420-433. Burroughs Corporation 16. Sussman, G.J., and McDermott, D.V. From PLANNER to CONNIVER--a genetic approach. Proc. AFIPS 1972 FJCC, Vol. 41, AFIPS Press, Montvale, N.J., pp. 1171-1179. Leslie Lamport 17. Sussman, G.J., and Stallman, R.M. Forward reasoning and SRI International dependency-directed backtracking in a system for computer-aided circuit analysis. A.I. Memo 380, A.I. Lab., M.I.T., Cambridge, Mass., 1976. A.J. Martin, C.S. -
Arxiv:1909.05204V3 [Cs.DC] 6 Feb 2020
Cogsworth: Byzantine View Synchronization Oded Naor, Technion and Calibra Mathieu Baudet, Calibra Dahlia Malkhi, Calibra Alexander Spiegelman, VMware Research Most methods for Byzantine fault tolerance (BFT) in the partial synchrony setting divide the local state of the nodes into views, and the transition from one view to the next dictates a leader change. In order to provide liveness, all honest nodes need to stay in the same view for a sufficiently long time. This requires view synchronization, a requisite of BFT that we extract and formally define here. Existing approaches for Byzantine view synchronization incur quadratic communication (in n, the number of parties). A cascade of O(n) view changes may thus result in O(n3) communication complexity. This paper presents a new Byzantine view synchronization algorithm named Cogsworth, that has optimistically linear communication complexity and constant latency. Faced with benign failures, Cogsworth has expected linear communication and constant latency. The result here serves as an important step towards reaching solutions that have overall quadratic communication, the known lower bound on Byzantine fault tolerant consensus. Cogsworth is particularly useful for a family of BFT protocols that already exhibit linear communication under various circumstances, but suffer quadratic overhead due to view synchro- nization. 1. INTRODUCTION Logical synchronization is a requisite for progress to be made in asynchronous state machine repli- cation (SMR). Previous Byzantine fault tolerant (BFT) synchronization mechanisms incur quadratic message complexities, frequently dominating over the linear cost of the consensus cores of BFT so- lutions. In this work, we define the view synchronization problem and provide the first solution in the Byzantine setting, whose latency is bounded and communication cost is linear, under a broad set of scenarios. -
Mathematical Writing by Donald E. Knuth, Tracy Larrabee, and Paul M
Mathematical Writing by Donald E. Knuth, Tracy Larrabee, and Paul M. Roberts This report is based on a course of the same name given at Stanford University during autumn quarter, 1987. Here's the catalog description: CS 209. Mathematical Writing|Issues of technical writing and the ef- fective presentation of mathematics and computer science. Preparation of theses, papers, books, and \literate" computer programs. A term paper on a topic of your choice; this paper may be used for credit in another course. The first three lectures were a \minicourse" that summarized the basics. About two hundred people attended those three sessions, which were devoted primarily to a discussion of the points in x1 of this report. An exercise (x2) and a suggested solution (x3) were also part of the minicourse. The remaining 28 lectures covered these and other issues in depth. We saw many examples of \before" and \after" from manuscripts in progress. We learned how to avoid excessive subscripts and superscripts. We discussed the documentation of algorithms, com- puter programs, and user manuals. We considered the process of refereeing and editing. We studied how to make effective diagrams and tables, and how to find appropriate quota- tions to spice up a text. Some of the material duplicated some of what would be discussed in writing classes offered by the English department, but the vast majority of the lectures were devoted to issues that are specific to mathematics and/or computer science. Guest lectures by Herb Wilf (University of Pennsylvania), Jeff Ullman (Stanford), Leslie Lamport (Digital Equipment Corporation), Nils Nilsson (Stanford), Mary-Claire van Leunen (Digital Equipment Corporation), Rosalie Stemer (San Francisco Chronicle), and Paul Halmos (University of Santa Clara), were a special highlight as each of these outstanding authors presented their own perspectives on the problems of mathematical communication. -
The Best Nurturers in Computer Science Research
The Best Nurturers in Computer Science Research Bharath Kumar M. Y. N. Srikant IISc-CSA-TR-2004-10 http://archive.csa.iisc.ernet.in/TR/2004/10/ Computer Science and Automation Indian Institute of Science, India October 2004 The Best Nurturers in Computer Science Research Bharath Kumar M.∗ Y. N. Srikant† Abstract The paper presents a heuristic for mining nurturers in temporally organized collaboration networks: people who facilitate the growth and success of the young ones. Specifically, this heuristic is applied to the computer science bibliographic data to find the best nurturers in computer science research. The measure of success is parameterized, and the paper demonstrates experiments and results with publication count and citations as success metrics. Rather than just the nurturer’s success, the heuristic captures the influence he has had in the indepen- dent success of the relatively young in the network. These results can hence be a useful resource to graduate students and post-doctoral can- didates. The heuristic is extended to accurately yield ranked nurturers inside a particular time period. Interestingly, there is a recognizable deviation between the rankings of the most successful researchers and the best nurturers, which although is obvious from a social perspective has not been statistically demonstrated. Keywords: Social Network Analysis, Bibliometrics, Temporal Data Mining. 1 Introduction Consider a student Arjun, who has finished his under-graduate degree in Computer Science, and is seeking a PhD degree followed by a successful career in Computer Science research. How does he choose his research advisor? He has the following options with him: 1. Look up the rankings of various universities [1], and apply to any “rea- sonably good” professor in any of the top universities. -
Verification and Specification of Concurrent Programs
Verification and Specification of Concurrent Programs Leslie Lamport 16 November 1993 To appear in the proceedings of a REX Workshop held in The Netherlands in June, 1993. Verification and Specification of Concurrent Programs Leslie Lamport Digital Equipment Corporation Systems Research Center Abstract. I explore the history of, and lessons learned from, eighteen years of assertional methods for specifying and verifying concurrent pro- grams. I then propose a Utopian future in which mathematics prevails. Keywords. Assertional methods, fairness, formal methods, mathemat- ics, Owicki-Gries method, temporal logic, TLA. Table of Contents 1 A Brief and Rather Biased History of State-Based Methods for Verifying Concurrent Systems .................. 2 1.1 From Floyd to Owicki and Gries, and Beyond ........... 2 1.2Temporal Logic ............................ 4 1.3 Unity ................................. 5 2 An Even Briefer and More Biased History of State-Based Specification Methods for Concurrent Systems ......... 6 2.1 Axiomatic Specifications ....................... 6 2.2 Operational Specifications ...................... 7 2.3 Finite-State Methods ........................ 8 3 What We Have Learned ........................ 8 3.1 Not Sequential vs. Concurrent, but Functional vs. Reactive ... 8 3.2Invariance Under Stuttering ..................... 8 3.3 The Definitions of Safety and Liveness ............... 9 3.4 Fairness is Machine Closure ..................... 10 3.5 Hiding is Existential Quantification ................ 10 3.6 Specification Methods that Don’t Work .............. 11 3.7 Specification Methods that Work for the Wrong Reason ..... 12 4 Other Methods ............................. 14 5 A Brief Advertisement for My Approach to State-Based Ver- ification and Specification of Concurrent Systems ....... 16 5.1 The Power of Formal Mathematics ................. 16 5.2Specifying Programs with Mathematical Formulas ........ 17 5.3 TLA ................................. -
The Specification Language TLA+
Leslie Lamport: The Speci¯cation Language TLA+ This is an addendum to a chapter by Stephan Merz in the book Logics of Speci¯cation Languages by Dines Bj¿rner and Martin C. Henson (Springer, 2008). It appeared in that book as part of a \reviews" chapter. Stephan Merz describes the TLA logic in great detail and provides about as good a description of TLA+ and how it can be used as is possible in a single chapter. Here, I give a historical account of how I developed TLA and TLA+ that explains some of the design choices, and I briefly discuss how TLA+ is used in practice. Whence TLA The logic TLA adds three things to the very simple temporal logic introduced into computer science by Pnueli [4]: ² Invariance under stuttering. ² Temporal existential quanti¯cation. ² Taking as atomic formulas not just state predicates but also action for- mulas. Here is what prompted these additions. When Pnueli ¯rst introduced temporal logic to computer science in the 1970s, it was clear to me that it provided the right logic for expressing the simple liveness properties of concurrent algorithms that were being considered at the time and for formalizing their proofs. In the early 1980s, interest turned from ad hoc properties of systems to complete speci¯cations. The idea of speci- fying a system as a conjunction of the temporal logic properties it should satisfy seemed quite attractive [5]. However, it soon became obvious that this approach does not work in practice. It is impossible to understand what a conjunction of individual properties actually speci¯es. -
Sooner Is Safer Than Later Department of Computer Science
May 1991 Report No. STAN-CS-91-1360 Sooner is Safer Than Later bY Thomas A. Henzinger Department of Computer Science Stanford University Stanford, California 94305 f- Awwtd REPORT DOCUMENTATION PAGE ma No. 07044188 rt8d to wwq8 I how ou r-. lncllJdlng the ttm8 for nvmwlng tn8uuctl -. wrrtruq 82lsung e8t8 wurcg% Wv*lnQ th8 cOlM(0n Of dormatlon Sand comrrmo I ‘-‘9 th* -om mmate Q arty otwr m ol tha bwdm. to Wnkqtoft ~*dourrtw~ Sewc~. Duator8toT or tnformrt8oe ooer0tm aw v, 121~ - O(cltr of Muwgrmw wbd beget. ?8oemon adato + @~o*olI(i. Woahington. DC 2oSO3. I. AGENCY USE ONLY (Lea- bhd) 2. REPORT DATE 3. REPORT TYPE AND DATES COVERED s/28 p?( I. TITLE AND SulTlTLt 5. FUNDING NUMbERI SomEFz, 15 BIER T&W L-Am 1. PERFORMING ORGANIZATION NAME(S) AND ADDRESS 8. PERFORMING ORGANJZATION REPORT NUMIER jhpx OF- CO~PU’i-ER scii&E STANWD I)tdfhzs’;p/ . 5q-JWFi3RD) CA 9&S I. SPONSORING I’ MONITORING AGENCY NAME(S) AND ADDRESS 10. SPONSORING / MONlTORiNG AGENCY REPORT NUMBER 3ARi’A bJQx39 - 84 c - 020 fd&XW, VA 2220~ I 1. SUPPLEMENTARY NOTES . 12r. DISTRIBUTION / AVAILABILITY STATEMENT lib. DiStRlBUfiON CODE urjL?M:m E. ABSTRACT (Maxrmum 200 words) Abstract. It has been repeatedly observed that the standard safety-liveness classification of properties of reactive systems does not fit for real-time proper- ties. This is because the implicit “liveness” of time shifts the spectrum towards the safety side. While, for example, response - that “something good” will happen, eventually - is a classical liveness property, bounded response - that “something good” will happen soon, within a certain amount of time - has many characteristics of safety. -
Using Lamport Clocks to Reason About Relaxed Memory Models
Using Lamport Clocks to Reason About Relaxed Memory Models Anne E. Condon, Mark D. Hill, Manoj Plakal, Daniel J. Sorin Computer Sciences Department University of Wisconsin - Madison {condon,markhill,plakal,sorin}@cs.wisc.edu Abstract industrial product groups spend more time verifying their Cache coherence protocols of current shared-memory mul- system than actually designing and optimizing it. tiprocessors are difficult to verify. Our previous work pro- To verify a system, engineers should unambiguously posed an extension of Lamport’s logical clocks for showing define what “correct” means. For a shared-memory sys- that multiprocessors can implement sequential consistency tem, “correct” is defined by a memory consistency model. (SC) with an SGI Origin 2000-like directory protocol and a A memory consistency model defines for programmers the Sun Gigaplane-like split-transaction bus protocol. Many allowable behavior of hardware. A commonly-assumed commercial multiprocessors, however, implement more memory consistency model requires a shared-memory relaxed models, such as SPARC Total Store Order (TSO), a multiprocessor to appear to software as a multipro- variant of processor consistency, and Compaq (DEC) grammed uniprocessor. This model was formalized by Alpha, a variant of weak consistency. Lamport as sequential consistency (SC) [12]. Assume that This paper applies Lamport clocks to both a TSO and an each processor executes instructions and memory opera- Alpha implementation. Both implementations are based on tions in a dynamic execution order called program order. the same Sun Gigaplane-like split-transaction bus protocol An execution is SC if there exists a total order of memory we previously used, but the TSO implementation places a operations (reads and writes) in which (a) the program first-in-first-out write buffer between a processor and its orders of all processors are respected and (b) a read returns cache, while the Alpha implementation uses a coalescing the value of the last write (to the same address) in this write buffer.