Peter J. Weinberger

Peter J. Weinberger's AcademicInfluence.com Rankings

Peter J. Weinberger

Computer Science

#267

World Rank

#279

Historical Rank

#158

USA Rank

Database

#2407

World Rank

#2522

Historical Rank

#525

USA Rank

computer-science Degrees

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Computer Science

Peter J. Weinberger's Degrees

PhD Computer Science Columbia University
Bachelors Mathematics Columbia University

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Why Is Peter J. Weinberger Influential?

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According to Wikipedia, Peter Jay Weinberger is a computer scientist best known for his early work at Bell Labs. He now works at Google. Weinberger was an undergraduate at Swarthmore College, graduating in 1964. He received his PhD in mathematics in 1969 from the University of California, Berkeley under Derrick Henry Lehmer for a thesis entitled "Proof of a Conjecture of Gauss on Class Number Two". After holding a position in the Department of Mathematics at the University of Michigan, Ann Arbor, where he continued his work in analytic number theory, he moved to AT&T Bell Labs.

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Peter J. Weinberger's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

The awk programming language (1988) (472)
Quickly generating billion-record synthetic databases (1994) (392)
A measure of transaction processing power (1985) (276)
Awk — a pattern scanning and processing language (1979) (162)
Factoring Polynomials Over Algebraic Number Fields (1976) (160)
Probabilistic Models of Database Locking: Solutions, Computational Algorithms, and Asymptotics (1984) (113)
Exponents of the class groups of complex quadratic fields (1973) (105)
On the construction of division chains in algebraic number rings,with applications to SL2 (1975) (76)
Real Quadratic Fields with Class Numbers Divisible by n (1973) (72)
Notes on small class numbers (1974) (59)
A quadratic field of prime discriminant requiring three generators for its class group, and related theory (1972) (34)
Finding the Number of Factors of a Polynomial (1984) (29)
Real quadratic fields with large class number (1977) (26)
Manifolds with no periodic maps (1972) (26)
On Euclidean rings of algebraic integers (1972) (22)
The UNIX system: Cheap dynamic instruction counting (1984) (18)
A portable Fortran 77 compiler (1990) (17)
The UNIX system: File security and the UNIX system crypt command (1984) (15)
On small zeros of Dirichlet $L$-functions (1975) (14)
Research in software (1992) (12)
Consistency, concurrency, and crash recovery (1978) (11)
Foundational Cybersecurity Research: Improving Science, Engineering, and Institutions (2017) (9)
A counterexample to an analogue of Artin’s conjecture (1972) (8)
Awk — A Pattern Scanning and Processing Language (Second Edition) (2004) (7)
Database systems: Making UNIX∗ operating systems safe for databases (1982) (7)
Some Results on Database Locking: Solutions, Computational Algorithms and Asymptotics (1983) (6)
The UNIX eighth edition network file system (1985) (1)
The awk programming language [Book Review] (1989) (1)
Efficiency Considerations for C Programs on a VAX (Trademark) 11/780. (1982) (0)
System software for Soviet computers (1989) (0)
プログラミング言語AWK = The AWK programming language (1989) (0)
Requirements Analysis (1999) (0)
Advanced structured analysis and design [Book Review] (1989) (0)
Security and Privacy in the NII (1995) (0)
Electromagnetic/Electrothermal Gun Technology Development (1990) (0)
Scripting Languages Scripting Languages Awk Simple Awk Program Awk Program Structure (0)
Concentrational restrictions for race track memories based on permalloy (2007) (0)
Defense Technical Information Center Compilation Part Notice ADP 014321 (0)

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What Schools Are Affiliated With Peter J. Weinberger?

Peter J. Weinberger is affiliated with the following schools:

What Are Peter J. Weinberger's Academic Contributions?

Peter J. Weinberger is most known for their academic work in the field of computer science. They are also known for their academic work in the fields of

Peter J. Weinberger has made the following academic contributions:

The AWK Programming Language

Peter J. Weinberger's Academic­Influence.com Rankings