Allan R. Willms

University of Guelph

H-index: 17

North America-Canada

About Allan R. Willms

Allan R. Willms, With an exceptional h-index of 17 and a recent h-index of 12 (since 2020), a distinguished researcher at University of Guelph, specializes in the field of dynamical systems, mathematical biology, scientific computing, bifurcation theory, climate modelling.

His recent articles reflect a diverse array of research interests and contributions to the field:

Comparison of estimations of urinary bladder volume in different scanning positions using 2D linear dimension formula and 3D bladder circumference tracing in client-owned cats

Resonantly Forced ODEs and Repeated Roots

Validation of 3-dimensional mathematical computation of feline bladder volume using orthogonal ultrasonographic bladder images

Climate bifurcations in a Schwarzschild equation model of the Arctic atmosphere

A First Course in Complex Analysis

Residues

Functions of a Complex Variable

Contour Integration

Allan R. Willms Information

University	University of Guelph
Position	Associate Professor of Mathematics
Citations(all)	1541
Citations(since 2020)	456
Cited By	1281
hIndex(all)	17
hIndex(since 2020)	12
i10Index(all)	22
i10Index(since 2020)	13
Email	Access Email
University Profile Page	University of Guelph
Google Scholar	View Google Scholar Profile

Allan R. Willms Skills & Research Interests

dynamical systems

mathematical biology

scientific computing

bifurcation theory

climate modelling

Allan R. Willms

University of Guelph

About Allan R. Willms

Allan R. Willms Information

Allan R. Willms Skills & Research Interests

Top articles of Allan R. Willms

Comparison of estimations of urinary bladder volume in different scanning positions using 2D linear dimension formula and 3D bladder circumference tracing in client-owned cats

Resonantly Forced ODEs and Repeated Roots

Validation of 3-dimensional mathematical computation of feline bladder volume using orthogonal ultrasonographic bladder images

Climate bifurcations in a Schwarzschild equation model of the Arctic atmosphere

A First Course in Complex Analysis

Residues

Functions of a Complex Variable

Contour Integration

Basics of Complex Numbers

Cauchy Theory

Conformal Mapping

Uniform sampling on the standard simplex

The algebraic solvability of the novel lamplighter puzzle

Topological climate change with permafrost feedback

Impulsive stabilization

Xinzhi Liu

Anthropocene climate bifurcation

Parameter range reduction from partial data in systems of differential algebraic equations