Adi Ben-Israel

Adi Ben-Israel (Hebrew: עדי בן-ישראל, born November 6, 1933) is a mathematician and an engineer, working in applied mathematics, optimization, statistics, operations research and other areas.[1] He is a Professor of Operations Research at Rutgers University, New Jersey.

Research topics

Ben-Israel's research has included generalized inverses of matrices, in particular the Moore–Penrose pseudoinverse,[2] and of operators, their extremal properties, computation and applications. as well as local inverses of nonlinear mappings. In the area of linear algebra, he studied the matrix volume and its applications, basic, approximate and least-norm solutions, and the geometry of subspaces. He wrote about ordered incidence geometry and the geometric foundations of convexity.

In the topic of iterative methods, he published papers about the Newton method for systems of equations with rectangular or singular Jacobians, directional Newton methods, the quasi-Halley method, Newton and Halley methods for complex roots, and the inverse Newton transform.

Ben-Israel's research into optimization included linear programming, a Newtonian bracketing method of convex minimization, input optimization, and risk modeling of dynamic programming, and the calculus of variations. He also studied various aspects of clustering and location theory, and investigated decisions under uncertainty.

Publications

Books

Selected articles

References

  1. Ben-Israel, A. "Personal webpage".
  2. Jonathan S. Golan (23 April 2012). The Linear Algebra a Beginning Graduate Student Ought to Know. Springer Science & Business Media. pp. 445–. ISBN 978-94-007-2636-9.
  3. 1 2 Christopher Hollings (16 July 2014). Mathematics across the Iron Curtain: A History of the Algebraic Theory of Semigroups. American Mathematical Society. pp. 378–. ISBN 978-1-4704-1493-1.
  4. K.P.S. Bhaskara Rao (2 September 2003). Theory of Generalized Inverses Over Commutative Rings. CRC Press. pp. 10–. ISBN 978-0-203-21887-7.

External links

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