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Strassen's Positivstellensatz is a powerful but little known theorem on preordered commutative semirings satisfying a boundedness condition similar to Archimedeanicity.
Inequalities
G. H. Hardy, J. E. Littlewood, and G. Pólya · 1952
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Quelques propriétés des préordres dans les anneaux commutatifs unitaires
Jean-Louis Krivine · 1964
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Extreme positive operators on algebras of functions
F. F. Bonsall, J. Lindenstrauss, and R. R. Phelps · 1966
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A note on David Harrison’s theory of preprimes
D. W. Dubois · 1967
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Zum Darstellungssatz von Kadison-Dubois
Eberhard Becker and Niels Schwartz · 1983
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The asymptotic spectrum of tensors
Volker Strassen · 1988
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Semirings and their applications
Jonathan S. Golan · 1992
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Extending the Archimedean Positivstellensatz to the non-compact case
Murray Marshall · 2001
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Positive polynomials
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Embezzling entangled quantum states
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SOS approximations of nonnegative polynomials via simple high degree perturbations
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Positive polynomials and sums of squares
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Moments, positive polynomials and their applications
Jean Bernard Lasserre · 2009
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Positivity and sums of squares: a guide to recent results
Claus Scheiderer · 2009
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Pure states, nonnegative polynomials and sums of squares
Sabine Burgdorf, Claus Scheiderer, and Markus Schweighofer · 2012
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Resource convertibility and ordered commutative monoids
Tobias Fritz · 2017
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The moment problem
Konrad Schmüdgen · 2017
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Algebraic complexity, asymptotic spectra and entanglement polytopes
Jeroen Zuiddam · 2018
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Jeroen Zuiddam · 2019
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