Dan Kalman

Q: What Schools Are Affiliated With Dan Kalman

Dan Kalman is affiliated with the following schools: Augustana College , University of Wisconsin–Madison, American University

Dan Kalman's AcademicInfluence.com Rankings

Dan Kalman

Mathematics

#6903

World Rank

#9476

Historical Rank

Geometry

#231

World Rank

#321

Historical Rank

Measure Theory

#3613

World Rank

#4264

Historical Rank

mathematics Degrees

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Mathematics

Why Is Dan Kalman Influential?

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According to Wikipedia, Daniel "Dan" Simon Kalman is an American mathematician and winner of nine awards for expository writing in mathematics. Education and career After graduating from Oakland High School in 1970, Kalman matriculated at Harvey Mudd College, where he graduated in 1974. From 1974 to 1980 he was a graduate student at the University of Wisconsin–Madison, where he received his PhD in 1980. He was from 1978 to 1979 an instructor at Lawrence University in Appleton, Wisconsin, and from 1979 to 1983 an assistant professor at the University of Wisconsin–Green Bay. After teaching as a visiting lecturer from 1983 to 1985 at Augustana College in Sioux Falls, South Dakota, Kalman worked from 1985 to 1993 as a member of the technical staff of The Aerospace Corporation in Los Angeles. At Washington, D.C.'s American University he was from 1993 to 1998 an assistant professor, from 1998 to 2003 an associate professor, and from 2003 to 2018 a full professor, retiring in 2018 as professor emeritus. From 1996 to 1997 he was Associate Executive Director of the Mathematical Association of America in Washington, D.C.

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Dan Kalman'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 Singularly Valuable Decomposition: The SVD of a Matrix (1996) (468)
The Fibonacci Numbers—Exposed (2003) (192)
Generalized Fibonacci numbers by matrix methods (1982) (142)
The Generalized Vandermonde Matrix (1984) (90)
Six Ways to Sum a Series (1993) (63)
A Matrix Proof of Newton's Identities (2000) (48)
An Elementary Proof of Marden's Theorem (2008) (47)
Polynomial Equations and Circulant Matrices (2001) (36)
A Generalized Logarithm for Exponential-Linear Equations (2001) (19)
Leveling with Lagrange: An Alternate View of Constrained Optimization (2009) (19)
The Most Marvelous Theorem in Mathematics (2008) (17)
Uncommon Mathematical Excursions: Polynomia and Related Realms (2009) (16)
Teaching Linear Algebra: What are the Questions? (1999) (15)
Variations on an Irrational Theme Geometry, Dynamics, Algebra (1997) (15)
Doubly Recursive Multivariate Automatic Differentiation (2002) (14)
Teaching Linear Algebra: Issues and Resources (2001) (13)
Elementary Mathematical Models: Order Aplenty and a Glimpse of Chaos (1997) (13)
Combinatorial and functional identities in one-parameter matrices (1986) (12)
Advanced Plane Topology From an Elementary Standpoint (1980) (12)
Fractions with Cycling Digit Patterns (1996) (12)
An Underdetermined Linear System for GPS (2002) (11)
Another Way to Sum a Series: Generating Functions, Euler, and the Dilog Function (2012) (11)
Make Your People Before You Make Your Products: Using Talent Management to Achieve Competitive Advantage in Global Organizations (2014) (10)
Solving the Ladder Problem on the Back of an Envelope (2007) (10)
Polynomial Translation Groups (1983) (8)
Triangle construction in taxicab geometry (2012) (7)
Make your people before making your products: How to maximize the potential of an inclusive workforce (2015) (6)
Angling for Pythagorean Triples (1986) (6)
A recursive approach to multivariate automatic differentiation (1995) (5)
The Axis of a Rotation: Analysis, Algebra, Geometry (1989) (5)
SUMS OF POWERS BY MATRIX METHODS (1988) (5)
Sizing up Class Size: A Deeper Classroom Investigation of Central Tendency. (2009) (5)
Pell numbers: a fibonacci-like treasure for creative exploration (2011) (4)
Deepening understanding of transformation through proof (2011) (4)
Uncommon Mathematical Excursions (2009) (4)
A Simple Solution of the Cubic (1998) (3)
The Maximum and Minimum of Two Numbers Using the Quadratic Formula (1984) (3)
Virtual Empirical Investigation: Concept Formation and Theory Justification (2005) (3)
Keeping Dry: The Mathematics of Running in the Rain (2009) (2)
Nested Polynomials and Efficient Exponentiation Algorithms for Calculators (1985) (2)
Up Fractions! Up n divided by m!. (1985) (2)
Basic Null Space Calculations. (1984) (2)
Algebraic structures with exotic operations (1979) (2)
Elementary Mathematical Models (2019) (2)
Archimedes in the 5th Dimension (2007) (1)
Entry Level College Mathematics: Algebra or Modeling (2003) (1)
Mathematical ENQUIRER (2007) (1)
Geometrically Asymptotic Curves (1985) (1)
Developing the whole workforce (2012) (1)
A problem in probability (2010) (1)
Classroom notes: Dot products, spherical coordinates, and 109 (1982) (1)
One cut, two halves, three questions (2009) (1)
Succeeding a strong long-standing leader: is there a right approach? (2014) (1)
The Mathematics Tribe (1995) (1)
A Discrete Approach to Continuous Logistic Growth (2016) (1)
New life for an old topic: completing the square using technology (2010) (1)
Teaching the Unthinkable in Introductory Statistics (2011) (1)
The Maximal Deflection on an Ellipse (2006) (1)
Teaching linear algebra, what the questions are. American Mathematical Monthly, March 9, 1999 (2009) (1)
Spicing up counting through geometry (2010) (1)
Managing talent in an age of transparency (2012) (0)
Central Functions and Fixed Points (1982) (0)
Calculus in Orbit (1994) (0)
The Marble Collection of Mrz. Omega (2021) (0)
Difficulty Based Evaluation of Teaching Methods and Materials (1998) (0)
What's in a Number? (1997) (0)
Patterns in binomial coefficients and repeated differences (2011) (0)
Cyclical products: the last shall be first (2011) (0)
Fermat's method of finding areas under graphs (2012) (0)
Measuring the effectiveness of talent strategy (2012) (0)
Triangulating polygonal numbers (2010) (0)
Boundaries in higher dimensions and their kinship with combinatorics (2012) (0)
More gems from euclidean geometry (2009) (0)
Haunted by Pythagoras (2012) (0)
Reading a Bus-Connected Processor Array. (1990) (0)
Janet's Pi-Filling hypotheses (Archimedes' method revisited) (2009) (0)
The CEO as the ‘owner’ of the talent strategy (2012) (0)
Cramer's Rule via Selective Annihilation (1987) (0)
“It's a Wonderful Log” (2014) (0)
Intuitions About Lagrangian Optimization (2010) (0)
Polynomials with Closed Lill Paths (2015) (0)
Polynomial Long Division and Root Power Sums (2014) (0)
Automatic Differentiation: Geometry of Satellites and Tracking Stations (2009) (0)
Removing the ‘exclusive‘ tag (2012) (0)
The world as an open market for talented people (2012) (0)
On transient optimization criteria (1975) (0)
One problem, six (or more!) solutions (2011) (0)
Approximating "Pi" using similar triangles (2012) (0)
Improved Approaches to Discrete and Continuous Logistic Growth (2022) (0)
Growth rates and the marvelous geometric sequence (2010) (0)
Visualizing pythagorean triples and beyond (2010) (0)
Game of Stones: A Tour of Knights (2017) (0)
Harvey Plotter and the Circle of Irrationality (2011) (0)
A Fresh Start for Collegiate Mathematics: Elementary Math Models: College Algebra Topics and a Liberal Arts Approach (2006) (0)
A Lambda Slaughter (1998) (0)
Up Fractions! Up nm! (1985) (0)
Attracting talent at all levels (2012) (0)
A Student Guide to the National Math Meetings (1998) (0)
Sum Formulas for Sine and Cosine (1983) (0)
Differentiation and Synthetic Division (1979) (0)
Calculating pythagorean triples (2010) (0)
A Model for Playing Time (1981) (0)
Pythagorean triples: avenues for exploration (2011) (0)
Solving Cubic Equations with Curly Roots (2015) (0)
Transient Solution of the M/M/1 Queueing System via Randomization (2020) (0)
Walking with a Slower Friend (2011) (0)
MATH 504-001: Advanced Calculus of Several Variables - course syllabus (2009) (0)
Converging on the Eye of God (2009) (0)
Differentiated lnsurance contracts (2012) (0)
Galileo, Gauss, and the Green Monster. (2013) (0)
The case for talent (2012) (0)
Marriages Made in the Heavens: A Practical Application of Existence (1999) (0)
Beyond 1 + 2 = 3 and ... (2011) (0)
Working with difference: is it a business imperative? (2016) (0)
Developing a global strategy for talent (2012) (0)
Joining up the ‘ownership’ of talent management (2012) (0)
When Existence is Enough (1997) (0)
A Perfectly Odd Encounter in a Reno Cafe (1996) (0)
Coordination and coherence in implementation (2012) (0)
Curvilinear regression and average temperatures (1982) (0)
From chords of circles to triangular numbers to volumes of spheres (2010) (0)
A Perfectly Odd Encounter in a Reno Café (2006) (0)
Logarithms in the Year 10 A.C. (1981) (0)
Rediscovering Taylor's Theorem (1985) (0)
Pumps, Filters, and Lenses; Humanistic Issues in Calculus Reform (1989) (0)

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Other Resources About Dan Kalman

en.wikipedia.org

What Schools Are Affiliated With Dan Kalman?

Dan Kalman is affiliated with the following schools:

Dan Kalman's Academic­Influence.com Rankings

Why Is Dan Kalman Influential?

Dan Kalman's Published Works

Published Works

Other Resources About Dan Kalman

What Schools Are Affiliated With Dan Kalman?

Dan Kalman's AcademicInfluence.com Rankings