Jan Brinkhuis | Academic Influence

Jan Brinkhuis's AcademicInfluence.com Rankings

Jan Brinkhuis

Mathematics

#5700

World Rank

#8009

Historical Rank

Measure Theory

#4603

World Rank

#5389

Historical Rank

mathematics Degrees

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Mathematics

Jan Brinkhuis's Degrees

PhD Mathematics University of Amsterdam
Masters Mathematics University of Amsterdam
Bachelors Mathematics University of Amsterdam

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Why Is Jan Brinkhuis Influential?

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According to Wikipedia, Jan Brinkhuis is a Dutch mathematician, and Associate Professor of Finance and Mathematical Methods and Techniques at the Econometric Institute of Erasmus University Rotterdam, specialized in the theory and application of optimization theory and game theory.

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Jan Brinkhuis'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

A 1H-NMR study of bovine casein micelles; influence of pH, temperature and calcium ions on micellar structure (1989) (70)
The coagulation of differently sized casein micelles by rennet. (1981) (62)
Purification and some physicochemical properties of bovine κ-casein (1977) (61)
On enzymatic clotting processes. I. Kinetics of enzyme-triggered coagulation reactions. (1977) (59)
Optimization Insights and Applications (2010) (54)
Some association properties of bovine SH-k-casein (1981) (52)
NON-REPETITIVE SEQUENCES ON THREE SYMBOLS (1983) (45)
Self-association in non-ideal systems. Combined light scattering and sedimentation measurements in beta-casein solutions. (1969) (36)
The influence of temperature on the flocculation rate of renneted casein micelles. (1984) (23)
Normal integral bases and complex conjugation. (1987) (23)
Matrix convex functions with applications to weighted centers for semidefinite programming (2005) (18)
On the Galois module structure over CM-fields (1992) (16)
On the subunit of αs1-casein (1967) (15)
Galois modules and embedding problems. (1984) (14)
Normal integral bases and the Spiegelungssatz of Scholz (1995) (12)
The rennet-induced clotting of para-κ-casein revisited: inhibiton experiments with pepstatin A (1985) (11)
Mean field kinetics of the enzyme-triggered gelation of casein micelles (1986) (10)
Optimization: Insights and Applications (Princeton Series in Applied Mathematics) (2005) (8)
Unramified Abelian Extensions of CM-Fields and their Galois Module Structure (1992) (8)
A method to measure enforcement effort in shipping with incomplete information (2014) (7)
Normal integral bases and embedding problems (1983) (7)
Introduction to duality in optimization theory (1996) (7)
A D-induced duality and its applications (2002) (6)
Optimization: Insights and Applications: Insights and Applications (2005) (6)
On a comparison of Gauss sums with products of Lagrange resolvents (1994) (5)
Alignment of schlieren and interference optical systems in the analytical ultracentrifuge (1972) (4)
Some association properties of bovine SH-kappa-casein. (1981) (4)
Extremal problems and inclusion of perturbations in halfspaces (1999) (4)
Vertical halfspaces as solutions of dual extremal problems (1999) (4)
Convex Analysis for Optimization (2020) (4)
Convex Duality and Calculus: Reduction to Cones (2009) (3)
On the use of coordinate-free matrix calculus (2015) (3)
Cardioids and Morley's Trisector Theorem (2017) (3)
On a geometrical construction of the multipler rule (2000) (2)
K2 and Galois extensions of fields (1984) (2)
On a Conic Approach to Convex Analysis (2008) (2)
Galois module structure as the obstruction to a local-global principle (1992) (2)
On the Principle of Fermat-Lagrange for Mixed Smooth-Convex Extremal Problems (1998) (1)
The rennet-induced clotting of para-kappa-casein revisited: inhibition experiments with pepstatin A. (1985) (1)
The Lagrange multiplier rule revisited (2008) (1)
A $${\mathsf{D}}$$-induced duality and its applications (2007) (1)
Purification and some physicochemical properties of bovine kappa-casein. (1977) (1)
Implementation of a national database infrastructure for registration of clinical procedures and as tool for national benchmarking (2008) (1)
Descent: An optimization point of view on different fields (2007) (1)
Inner and outer approximation of convex sets using alignment (2016) (1)
International workshop on smooth and nonsmooth optimization (Rotterdam, July 12-13, 2001) (2004) (1)
A linear programming proof of the second order conditions of non-linear programming (2009) (1)
Chapter 11. Dynamic Programming in Discrete Time (2005) (1)
Inverse Functions and Existence Principles (2016) (0)
Chapter 10. Mixed Smooth-Convex Problems (2005) (0)
Appendix H. Solutions of Exercises of Chapters 1–4 (2005) (0)
Convex Sets: Binary Operations (2020) (0)
A simple view on convex analysis and its applications (2005) (0)
Application to Convex Problems (2020) (0)
Convex Sets: Topological Properties (2020) (0)
On the Duality Theory of Convex Objects (2001) (0)
Chapter 3. Lagrange: Equality Constraints (2005) (0)
A structural version of the theorem of Hahn-Banach (2001) (0)
On the uniform limit condition for discrete-time infinite horizon problems (2015) (0)
Chapter 2. Fermat: Two or More Variables without Constraints (2005) (0)
Convex Problems: The Main Questions (2020) (0)
Chapter 12. Dynamic Optimization in Continuous Time (2005) (0)
Appendix D. Crash Course on Problem Solving (2005) (0)
Optimality Conditions: Reformulations (2020) (0)
Chapter 7. Advanced Algorithms (2005) (0)
Matrix Functions and Weighted Centers for Semidefinite Programming (2007) (0)
Appendix E. Crash Course on Optimization Theory: Geometrical Style (2005) (0)
Convex Functions: Dual Description (2020) (0)
Chapter 8. Economic Applications (2005) (0)
Chapter 4. Inequality Constraints and Convexity (2005) (0)
Duality and calculi without exceptions for convex objects (2008) (0)
Appendix A. On Linear Algebra: Vector and Matrix Calculus (2005) (0)
Convex Sets: Dual Description (2020) (0)
Chapter 1. Fermat: One Variable without Constraints (2005) (0)
Convex Functions: Basic Properties (2020) (0)
Chapter 6. Basic Algorithms (2005) (0)
A simple approach to discrete-time infinite horizon problems (2015) (0)
Appendix B. On Real Analysis (2005) (0)
Necessary Conditions: What Is the Point? (2005) (0)
Normal integral bases and embeddings of fields (1985) (0)
Special Issue: Smooth and Nonsmooth Optimization (2004) (0)
On the complexity of the primal self-concordant barrier method (2000) (0)
A new proof of the Lagrange multiplier rule (2015) (0)
Novel insights into the multiplier rule (2005) (0)
A comprehensive view on optimization: reasonable descent (2005) (0)
Appendix C. The Weierstrass Theorem on Existence of Global Solutions (2005) (0)
Inverse Functions and Existence Principles (2016) (0)
On the subunit of alphaS1-casein. (1967) (0)
Chapter 5. Second Order Conditions (2005) (0)
Inner and outer approximation of convex sets using alignment (2015) (0)
Chapter 9. Mathematical Applications (2005) (0)
Convex Sets: Basic Properties (2020) (0)
Appendix F. Crash Course on Optimization Theory: Analytical Style (2005) (0)
Plucker embedding of Grassmannian manifolds and the invariant theory of binary forms (1987) (0)
Appendix G. Conditions of Extremum from Fermat to Pontryagin (2005) (0)
On the universal method to solve extremal problems (2005) (0)

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