Keith Stroyan | Academic Influence

Keith Stroyan's AcademicInfluence.com Rankings

Keith Stroyan

Mathematics

#1447

World Rank

#2372

Historical Rank

#593

USA Rank

Measure Theory

#2319

World Rank

#2774

Historical Rank

#652

USA Rank

mathematics Degrees

Download Badge

Mathematics

Keith Stroyan's Degrees

PhD Mathematics University of California, Berkeley
Bachelors Mathematics University of California, Berkeley

Similar Degrees You Can Earn

Best Online Bachelor's in Math 2025

Why Is Keith Stroyan Influential?

(Suggest an Edit or Addition)

According to Wikipedia, Keith D. Stroyan is Professor of Mathematics at the University of Iowa. His main research interests are in analysis and visual depth perception. Publications Stroyan, K. D.; Luxemburg, W. A. J. Introduction to the theory of infinitesimals. Pure and Applied Mathematics, No. 72. Academic Press [Harcourt Brace Jovanovich, Publishers], New York-London, 1976.Reviewer Frank Wattenberg for Math Reviews wrote that "mathematicians whose principal interest is in functional analysis, complex analysis, or topology will find here some very valuable contributions to our understanding of these subjects" here.The book was cited over 365 times at Google Scholar in 2011.Stroyan, K. D.; Bayod, José Manuel: Foundations of infinitesimal stochastic analysis. Studies in Logic and the Foundations of Mathematics, 119. North-Holland Publishing Co., Amsterdam, 1986.Reviewer Tom L. Lindström for Math Reviews wrote that "the authors have written a very comprehensive and readable monograph which will be a great help to experts and beginners alike" here.Stroyan, K. D. Uniform continuity and rates of growth of meromorphic functions. Contributions to non-standard analysis , pp. 47–64. Studies in Logic and Foundations of Math., Vol. 69, North-Holland, Amsterdam, 1972.

(See a Problem?)

Keith Stroyan'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

Introduction to the theory of infinitesimals (1976) (378)
Foundations of infinitesimal stochastic analysis (1986) (104)
The motion/pursuit law for visual depth perception from motion parallax (2009) (44)
Applications in Ecology (1993) (40)
Continuous Dynamical Systems (1993) (32)
Infinitesimal Analysis of Curves and Surfaces (1977) (25)
Uniform Continuity and Rates of Growth of Meromorphic Functions1) (1972) (22)
Myopic utility functions on sequential economies (1983) (19)
Visual depth from motion parallax and eye pursuit (2012) (14)
Modeling depth from motion parallax with the motion/pursuit ratio (2014) (14)
Theory of Series (1993) (11)
Integration time for the perception of depth from motion parallax (2012) (10)
Additional Remarks on the Theory of Monads (1972) (9)
Calculus : the language of change (1998) (8)
Mathematical Background: Foundations of Infinitesimal Calculus second edition (1997) (8)
Infinitesimal calculus on locally convex spaces. I. Fundamentals (1978) (7)
Nonstandard Analysis and its Applications: SYNTACTICAL METHODS IN INFINITESIMAL ANALYSIS (1988) (7)
Motion Parallax is Asymptotic to Binocular Disparity (2010) (7)
A characterization of the Mackey uniformity $m(L^{\infty},$ $L^{1})$ for finite measures. (1973) (6)
Superinfinitesimals in Topology and Functional Analysis (1989) (5)
Calculus Using Mathematica (1993) (5)
Doceamus. Why do so many students take Calculus (2011) (4)
Chapter 8 – Applications to Physics (1998) (2)
Integration time for the mechanisms serving the perception of depth from motion parallax (2010) (2)
Projects for calculus : the language of change (1998) (2)
Manual depth estimation for binocular disparity and motion parallax (2013) (2)
Review: Peter A. Loeb, Conversion from Nonstandard to Standard Measure Spaces and Applications in Probability Theory; Robert M. Anderson, A Non-Standard Representation for Brownian Motion and Ito Integration (1985) (2)
Locally convex infinitesimal calculus. 2. Computations on Mackey (l (1983) (2)
Calculus with infinitesimals (2007) (2)
Inverse Functions and Their Derivatives (1993) (1)
Modeling perceived depth from motion parallax with the motion/pursuit ratio (2011) (1)
Using Calculus to Model Epidemics (1993) (1)
A nonstandard characterization of mixed topologies (1974) (1)
Exponentials and Logarithms (1993) (1)
Previsible sets for hyperfinite filtrations (1986) (1)
CHAPTER 6 – Differentiation Drill and Implicit Differentiation (1993) (0)
Applications in Economics (1993) (0)
Chapter 5 – Differential Equations from Increment Geometry (1999) (0)
Chapter 2 – Epidemiological Applications (1993) (0)
Computation of the geometric inputs to depth perception (2010) (0)
Velocity, Acceleration and Calculus (1993) (0)
The Role of Rules for Derivatives (1993) (0)
Chapter 4 – Applications of the Increment Approximation: f[t+δt]−f[t]=f′[t]δt+ε.δtf[t+δt]−f[t]=f′[t]δt+ε.δt (1998) (0)
CHAPTER 25 – Power Series (1993) (0)
Introduction to the Mathematical Background (1993) (0)
Applications of Integration (1993) (0)
Chapter 10 – Advanced Max-Min Problems (1998) (0)
CHAPTER 6 – Symbolic Differentiation (1993) (0)
Chapter 14 – More Projects (1993) (0)
The peak motion/pursuit ratio and structure from motion parallax (2011) (0)
Chapter 17 – Additional Project References (1998) (0)
The Edge of Convergence (1993) (0)
Chapter 15 – Chemical Reactions (1998) (0)
Depth cue integration with the Intrinsic Constraint Model and the Motion/Pursuit Ratio for motion parallax. (2014) (0)
CHAPTER 14 – Symbolic Integration (1993) (0)
Forced Linear Equations (1993) (0)
Chapter 13 – Chemical Reactions (1993) (0)
CHAPTER 12 – Drill and Skill Exams on Integration (1993) (0)
Maxima and Minima in Several Variables (1993) (0)
Chapter 3 – Applications of The Increment Approximation (1993) (0)
Basic Applications of Differentiation (1993) (0)
Theory of Integration (1993) (0)
Perceived depth magnitude with a combination of motion parallax and binocular disparity cues (2013) (0)
Vergence, accommodation, and apparent viewing distance in the perception of depth from motion parallax. (2015) (0)
Chapter 16 – More Mathematical Projects (1998) (0)
Visual depth from motion parallax and eye pursuit (2011) (0)
Applications of Linear Differential Equations (1993) (0)
Basic Vector Geometry (1993) (0)
The Natural Logarithm and Exponential (1993) (0)
Chapter 14 – Derivations with Vectors (1998) (0)
Analytical Vector Geometry (1993) (0)
Infinitesimal analysis of l∞ in its mackey topology (1983) (0)
Does the motion/pursuit law accurately characterize the perception of depth from motion parallax? (2010) (0)
Chapter 3 – The Role of Rules for Derivatives (1998) (0)
Geometric Optimization Projects (1993) (0)
The Mean Value Theorem (1993) (0)
Derivatives as Limits (1993) (0)
Taylor's Formula (1993) (0)
Chapter 13 – Applications in Ecology (1999) (0)
CHAPTER 13 – Basic Integration (1993) (0)
Chapter 7 – Optics (1993) (0)
CHAPTER 24 – Geometric Series (1993) (0)
The infinitesimal rule of three (2020) (0)
“Epsilon - Delta” Approximations (1993) (0)
Applications to Mechanics (1993) (0)
Maxima and Minima in One Variable (1993) (0)
Chapter 11 – Applications of Linear Differential Equations (1998) (0)
Graphs and the Derivative (1993) (0)
Theory of Derivatives (1998) (0)
Chapter 1 – Introduction to the Scientific Projects (1993) (0)
Chapter 6 – Log and Exponential Functions (1998) (0)
Differential Equations from Increment Geometry (1993) (0)
Log and Exponential Functions in Science (1993) (0)
Computation of Limits (1993) (0)
Chapter 12 – Forced Linear Equations (1998) (0)
CHAPTER 15 – Least Squares Fit and Max-Min (1993) (0)
Applications of model theory to complex analysis (1971) (0)
Differentiation of Functions of Several Variables (1993) (0)
Autonomous Linear Dynamical Systems (1993) (0)
Nonstandard Analysis and its Applications: SUPERINFINITESINALS AND INDUCTIVE LIMITS (1988) (0)
CHAPTER 3 – Functional Identities (1993) (0)
Calculus Using Mathematica: Scientific Projects and Mathematical Background (2014) (0)
Local Max-Min and Stability of Equilibria (1993) (0)
Differential Equations from Vector Geometry (1993) (0)
Linear Functions and Graphs in Several Variables (1993) (0)
Equilibria of Continuous Dynamical Systems (1993) (0)
Chapter 9 – Applications in Economics (1998) (0)
Direct Computation of Increments (1993) (0)
Numerics, Symbolics and Graphics in Science (1993) (0)
Theory of Initial Value Problems (1993) (0)
Linearity vs. Local Linearity (1993) (0)
CHAPTER 2 – High School Review with Mathematica (1993) (0)
Time-variable motion parallax cues (2012) (0)

This paper list is powered by the following services:

Other Resources About Keith Stroyan

en.wikipedia.org

What Schools Are Affiliated With Keith Stroyan?

Keith Stroyan is affiliated with the following schools: