Victoria Powers

Q: What Schools Are Affiliated With Victoria Powers

Victoria Powers is affiliated with the following schools: Emory University, Princeton University, Stanford University, Cornell University

Victoria Powers's AcademicInfluence.com Rankings

Victoria Powers

Mathematics

#3547

World Rank

#5213

Historical Rank

Measure Theory

#4082

World Rank

#4810

Historical Rank

mathematics Degrees

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Mathematics

Victoria Powers's Degrees

PhD Mathematics Princeton University
Masters Mathematics Stanford University

Why Is Victoria Powers Influential?

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According to Wikipedia, Victoria Ann Powers is an American mathematician specializing in algebraic geometry and known for her work on positive polynomials and on the mathematics of electoral systems. She is a professor in the department of mathematics at Emory University.

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Victoria Powers'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

An algorithm for sums of squares of real polynomials (1998) (245)
A new bound for Pólya's Theorem with applications to polynomials positive on polyhedra (2001) (198)
Polynomials that are positive on an interval (2000) (115)
The moment problem for non-compact semialgebraic sets (2001) (100)
Representations of positive polynomials on noncompact semialgebraic sets via KKT ideals (2007) (76)
Notes towards a constructive proof of Hilbert's theorem on ternary quartics (2000) (37)
A new approach to Hilbert's theorem on ternary quartics (2004) (30)
Sums of powers in rings and the real holomorphy ring. (1996) (27)
Positive Polynomials and Sums of Squares : Theory and Practice (2011) (25)
Positive polynomials and the moment problem for cylinders with compact cross-section (2004) (25)
Holomorphy rings and higher level orders on skew fields (1991) (22)
Higher level reduced Witt rings of skew fields (1988) (21)
Polynomials positive on unbounded rectangles (2005) (18)
Higher level orders on noncommutative rings (1990) (17)
A quantitative Pólya's Theorem with corner zeros (2006) (16)
A quantitative Pólya's Theorem with zeros (2009) (13)
Characterizing reduced Witt rings of higher level. (1987) (11)
Pólya's Theorem with zeros (2011) (9)
Polynomials Non-negative on Strips and Half-strips (2010) (9)
Hilbert's 17th Problem and the Champagne Problem (1996) (9)
Valuations and higher level orders in commutative rings (1995) (8)
Rational certificates of positivity on compact semialgebraic sets (2009) (8)
A note on mediated simplices (2019) (7)
Finite Spaces of Signatures (1989) (7)
Deciding positivity of real polynomials (2006) (6)
Certificates of Positivity for Real Polynomials (2021) (3)
Ordered Algebraic Structures and Related Topics (2017) (3)
A New Proof of Hilbert's Theorem on Ternary Quartics (2004) (3)
Higher level form schemes (1993) (1)
THE ROLE OF WORKING MEMORY IN DIRECTION GIVING AND WAYFINDING (2019) (1)
Minimizing Polynomials Over Semialgebraic Sets (2005) (1)
The Archimedean Property (2021) (1)
The Noncompact Case (2021) (0)
Preliminaries (2019) (0)
How to choose a winner: the mathematics of social choice (2015) (0)
Global Certificates of Positivity (2021) (0)
TR-2005-005 Polynomials Positive on Unbounded Rectangles by Victoria Powers (2007) (0)
Positive Polynomials with Special Structure (2021) (0)
Power index rankings in bicameral legislatures and the US legislative system (2017) (0)
Positive Semidefinite Ternary Quartics (2021) (0)
Theorems of Schmüdgen and Putinar (2021) (0)
Constructive Approaches to Representation Theorems in Finitely Generated Real Algebras (2001) (0)
Fe b 20 05 Minimizing Polynomials Over Semialgebraic Sets ∗ (2005) (0)
A Note on Banzhaf Power in the Electoral College in the 2008 U . S . Presidential (2009) (0)
Sums of Squares and Positive Polynomials (2021) (0)
SOCIÉTÉ MATHÉMATIQUE DE FRANCE. (2018) (0)
Power in the US Legislature (2017) (0)
Report on the MSRI semester on Topological Aspects of Real Algebraic Goemetry , Spring 2004 (0)
Positive Polynomials and Optimization (2007) (0)
Equity financing: a look at new equity issuesin manufacturing on the Hong Kong stock exchange from 1980-1985 (1987) (0)
Positivity on Semialgebraic Sets (2021) (0)
The Power of Omaha and Florida in the 2008 U.S. Presidential Election (2008) (0)
Sums of Squares of Rational Polynomials (2021) (0)
Finite spaces of signatures: research anouncement (1989) (0)
The Dimension One Case (2021) (0)
TR-2005-006 A New Proof of Hilbert ’ s Theorem on Ternary Quartics by Victoria Powers (2007) (0)

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Other Resources About Victoria Powers

en.wikipedia.org

What Schools Are Affiliated With Victoria Powers?

Victoria Powers is affiliated with the following schools:

Victoria Powers's Academic­Influence.com Rankings