Abraham Ziv | Academic Influence

Abraham Ziv's AcademicInfluence.com Rankings

Abraham Ziv

Mathematics

#3575

World Rank

#5253

Historical Rank

Measure Theory

#5780

World Rank

#6909

Historical Rank

mathematics Degrees

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Mathematics

Abraham Ziv's Degrees

PhD Mathematics Technion – Israel Institute of Technology
Masters Mathematics Technion – Israel Institute of Technology
Bachelors Mathematics Technion – Israel Institute of Technology

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Why Is Abraham Ziv Influential?

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According to Wikipedia, Abraham Ziv was an Israeli mathematician, known for his contributions to the Zero-sum problem as one of the discoverers of the Erdős–Ginzburg–Ziv theorem. Biography Abraham Zubkowski was born in Avihayil to Haim and Zila Zubkovski. In the 1950s, he changed his surname as part of the widespread Hebraization of surnames trend. He studied at the Technion – Israel Institute of Technology, where he earned his Ph.D. in mathematics, after receiving his master's degree from Harvard University.

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Abraham Ziv'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

Theorem in the Additive Number Theory (297)
Fast evaluation of elementary mathematical functions with correctly rounded last bit (1991) (113)
Relative distance—an error measure in round-off error analysis (1982) (18)
Does aftershock duration scale with mainshock size? (2006) (16)
Solving range constraints for binary floating-point instructions (2003) (14)
Foreshocks , aftershocks , and remote triggering in quasi-static fault models (2003) (13)
On the Role of Multiple Interactions in Remote Aftershock Triggering (2006) (12)
Solving Constraints on the Intermediate Result of Decimal Floating-Point Operations (2007) (10)
On the Numerical Solution of Stiff Linear Systems of the Oscillatory Type (1977) (9)
Solving constraints on the invisible bits of the intermediate result for floating-point verification (2005) (8)
On the Role of Multiple Interactions in Remote Aftershock Triggering : The Landers and the Hector Mine Case Studies (2006) (8)
Sharp ULP rounding error bound for the hypotenuse function (1999) (6)
Rate of growth and convergence factors for power methods of limitation (1974) (5)
Converting approximate error bounds into exact ones (1995) (4)
The seismic cycle and the difference between foreshocks and aftershocks in a mechanical fault model (2003) (3)
A stable method for the evaluation of a polynomial and of a rational function of one variable (1983) (3)
AN OPTICAL LIQUID FILTER GREENHOUSE : NUMERICAL SOLUTION AND VERIFICATION OF A THERMODYNAMIC MODEL (1984) (3)
Calcination of phosphate in impinging streams. Part I. development, theory and modeling (1993) (2)
Squish Velocity in the Combustion Chamber of a 2-Stroke Cycle Engine (1973) (2)
A non-equivalence theorem for power methods of limitation (1974) (1)
Inclusion relations between power methods of limitation. (1976) (1)
Earthquake Interaction: Observations and Simulations (2001) (0)
automobile safety belt retractor (1983) (0)
5481 - DOES ELASTIC REBOUND THEORY APPLY TO SEISMIC FAULTS? (2013) (0)
WHAT CONTROLS THE SPATIAL DISTRIBUTION OF REMOTE AFTERSHOCKS ? (0)
On special pairs of monotonic series (1964) (0)
A posteriori estimation of the inverse operator of the degenerate two point boundary value problem (1980) (0)
Retractor for safety belts with a traction appealing off device (1982) (0)
Calcination of phosphate in impinging streams. Part II. Phosphates with high organic matter and with pulverized coal (1993) (0)
Webbing of seat belts with an energy storage device (1975) (0)
Inclusion relations between power methods and matrix methods of limitation (1977) (0)
Inference of Earthquake Slip History Via Progressive Extraction of Near-Field Offset and Stepwise Static Slip Inversions: The 2011 M W 9 Tohoku-Oki Example (2019) (0)
On special pairs of monotonic series (2019) (0)

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What Schools Are Affiliated With Abraham Ziv?

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