Y. Nievergelt

发表

Making Any Radiosity Matrix Symmetric Positive Definite

Y. Nievergelt, 1997 .

Numerical linear algebra on the HP-28 or how to lie with supercalculators

Y. Nievergelt, 1991 .

Computing the distance from a point to a helix and solving Kepler's equation

Y. Nievergelt, 2009 .

Exact reconstruction filters to invert Radon transforms with finite elements

Y. Nievergelt, 1986 .

Foundations of Logic and Mathematics: Applications to Computer Science and Cryptography

Yves Nievergelt, Y. Nievergelt, 2012 .

How (Not) to Solve Quadratic Equations

Y. Nievergelt, 2003 .

Set Theory: Proofs by Detachment, Contraposition, and Contradiction

Y. Nievergelt, 2015 .

The condition of Steffensen's acceleration in several variables

Y. Nievergelt, 1995 .

SCHMIDT-MIRSKY MATRIX APPROXIMATION WITH LINEARLY CONSTRAINED SINGULAR VALUES

Yves Nievergelt, Y. Nievergelt, 1997 .

Total Least Squares

Y. Nievergelt, 2006 .

Is Optimal Pricing a Myth From Business Calculus? Is Business Calculus an Oxymoron?

Y. Nievergelt, 1996 .

Propositional Logic: Proofs from Axioms and Inference Rules

Y. Nievergelt, 2015 .

Tongue Strength in Children With and Without Speech Sound Disorders.

Y. Nievergelt, M. VanDam, Nancy L. Potter, 2019, American journal of speech-language pathology.

Fitting density functions and diffusion tensors to three-dimensional drug transport within brain tissue.

Y. Nievergelt, 1990 .

Mathematical Induction: Definitions and Proofs by Induction

Y. Nievergelt, 2015 .

Motor and speech disorders in classic galactosemia.

L. Shriberg, Y. Nievergelt, Nancy L. Potter, 2013, JIMD reports.

To Fix Those Plots, Use Limits!

Y. Nievergelt, 2022, Mathematics Magazine.

Reviews

G. Folland, Y. Nievergelt, David Scott, 2001 .

First-Order Logic: Proofs with Quantifiers

Yves Nievergelt, Y. Nievergelt, 2015 .

On Hewlett-Packard Supercalculators

Y. Nievergelt, Hewlett-Packard Supercalculators, 2021 .

Well-Rounded Figures

Y. Nievergelt, 2001 .

Real and Generic Data without Unconstrained Best-Fitting Verhulst Curves and Sufficient Conditions for Median Mitscherlich and Verhulst Curves to Exist

Yves Nievergelt, Y. Nievergelt, 2012, Am. Math. Mon..

Least-squares logistic curves with initial conditions exist

Y. Nievergelt, 2017 .

On the existence of best Mitscherlich, Verhulst, and west growth curves for generalized least-squares regression

Yves Nievergelt, Y. Nievergelt, 2013, J. Comput. Appl. Math..

Complex analysis in one variable

Yves Nievergelt, R. Narasimhan, Y. Nievergelt, 1985 .

Perturbation analysis for circles, spheres, and generalized hyperspheres fitted to data by geometric total least-squares

Yves Nievergelt, Y. Nievergelt, 2004, Math. Comput..

Scalar fused multiply-add instructions produce floating-point matrix arithmetic provably accurate to the penultimate digit

Yves Nievergelt, Y. Nievergelt, 2003, TOMS.

Hyperspheres and hyperplanes fitted seamlessly by algebraic constrained total least-squares

Yves Nievergelt, Y. Nievergelt, 2001 .

Computing circles and spheres of arithmitic least squares

Yves Nievergelt, Y. Nievergelt, 1994 .

Aitken's and Steffensen's accelerations in several variables

Y. Nievergelt, 1991 .

The Concept of Elasticity in Economics

Yves Nievergelt, Y. Nievergelt, 1983 .

Backward Analysis Explained with Monthly Payments

Yves Nievergelt, Y. Nievergelt, 2015, Am. Math. Mon..

Fitting cylinders to data

Yves Nievergelt, Y. Nievergelt, 2013, J. Comput. Appl. Math..

Median spheres: theory, algorithms, applications

Yves Nievergelt, Y. Nievergelt, 2010, Numerische Mathematik.

A finite algorithm to fit geometrically all midrange lines, circles, planes, spheres, hyperplanes, and hyperspheres

Yves Nievergelt, Y. Nievergelt, 2002, Numerische Mathematik.

Applications: Nobel-Prize Winning Applications of Sets, Functions, and Relations

Y. Nievergelt, 2015 .

The Riemann Mapping Theorem and Simple Connectedness in the Plane

R. Narasimhan, Y. Nievergelt, 2001 .

A tutorial history of least squares with applications to astronomy and geodesy⋆⋆Work supported by a faculty research grant from Eastern Washington University.

Yves Nievergelt, Y. Nievergelt, 2001 .

Estimating the Sensitivity of Fitted Parameters to Perturbations of Data with Calculus

Yves Nievergelt, Y. Nievergelt, 2021, PRIMUS.

Subharmonic Functions and the Dirichlet Problem

R. Narasimhan, Y. Nievergelt, 2001 .

Calculus Measures Tank Capacity and Avoids Oil Spills

Y. Nievergelt, 1994 .

Elementary Theory of Holomorphic Functions

R. Narasimhan, Y. Nievergelt, 2001 .

The Inhomogeneous Cauchy-Riemann Equation and Runge’s Theorem

R. Narasimhan, Y. Nievergelt, 2001 .

Covering Spaces and the Monodromy Theorem

R. Narasimhan, Y. Nievergelt, 2001 .

Propositional Logic: Proofs from Axioms and Inference Rules

Y. Nievergelt, 2015 .

Fitting conics of specific types to data

Yves Nievergelt, Y. Nievergelt, 2004 .

Exact equations for the equilibrium constants of single intermolecular complexes in terms of spectrophotometric data

Y. Nievergelt, 1994 .

Functions of Several Complex Variables

R. Narasimhan, Y. Nievergelt, 2001 .

Applications of Runge’s Theorem

R. Narasimhan, Y. Nievergelt, 2001 .