# Browse By Person: Mallet, Daniel

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**35**.## Book

Eladdadi, Amina, Kim, Peter, & Mallet, Daniel G. (Eds.)
(2014)

*Mathematical Models of Tumor-Immune System Dynamics.*Springer Proceedings in Mathematics & Statistics, 107. Springer, Berlin.

Mallet, Dann G.
(2008)

*Haptotaxis in Tumour Growth and Invasion : A Mathematical Modelling Approach.*VDM Verlag Dr. Muller Aktiengesellschaft & Co. KG, Germany.## Book Chapter

Mallet, Daniel G. & Pettet, Graeme J.
(2008)
Haptotaxis in Pre-necrotic Avascular Tumours.
In
Wilson, Lachlan B. (Ed.)

*Mathematical Biology Research Trends.*Nova Science Publishers, Hauppauge, NY.## Journal Article

Adams, Matthew P., Mallet, Daniel G., & Pettet, Graeme J.
(2015)
Towards a quantitative theory of epidermal calcium profile formation in unwounded skin.

*PLOS ONE*,*10*(1), e0116751.
13

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Nelson, Martin, Sutton, Kelly, Brook, Bindi, Mallet, Daniel G., Simpson, Daniel P., & Rank, Roger G.
(2014)
STI-GMaS : an open-source environment for simulation of sexually-transmitted infections.

*BMC Systems Biology*,*8*(66).
18

Warne, David J., Hayward, Ross F., Kelson, Neil A., & Mallet, Dann G.
(2013)
An efficient algorithm for the detection of Eden.

*Complex Systems*,*22*(4), pp. 377-404.
20

Trisilowati, , McCue, Scott W., & Mallet, Daniel G.
(2013)
Numerical solution of an optimal control model of dendritic cell treatment of a growing tumour.

*ANZIAM Journal*,*54*, C664-C680.
109

Flegg, Jennifer, Mallet, Daniel G., & Lupton, Mandy
(2013)
Students’ approaches to learning a new mathematical model.

*Teaching mathematics and it's applications*.
159

Mallet, Daniel G., Nelson, Mark I., Porter, Anne, Dekkers, Antony, Townley-Jones, Maureen, Hudson, Irene, et al.
(2013)
Australian learning and teaching council projects in the mathematical sciences : a retrospective.

*Australian and New Zealand Industrial and Applied Mathematics Journal*,*53*, C576-C591.
61

Mallet, Dann G., Bagher-Oskouei, Masoumeh, Farr, Anna Charisse, Simpson, Daniel Peter, & Sutton, Kelly-Jean
(2013)
A mathematical model of chlamydial infection incorporating movement of chlamydial particles.

*Bulletin of Mathematical Biology*,*75*(11), pp. 2257-2270.
221

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Mallet, Daniel G. & Trisilowati,
(2012)
In silico experimental modeling of cancer treatment.

*ISRN Oncology*,*2012*.
110

Mallet, Daniel G.
(2012)
An example of cognitive obstacles in advanced integration: the case of scalar line integrals.

*International Journal of Mathematical Education in Science & Technology*,*44*(1), pp. 152-157.
102

Adams, Matthew P., Mallet, Daniel G., & Pettet, Graeme J.
(2012)
Active regulation of the epidermal calcium profile.

*Journal of Theoretical Biology*,*301*, pp. 112-121.
143

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Flegg, Jennifer, Mallet, Daniel G., & Lupton, Mandy
(2012)
Students' perceptions of the relevance of mathematics in engineering.

*International Journal of Mathematical Education in Science and Technology*,*43*(6), pp. 717-732.
293

2

Thew, Johnny, Bopf, Tara, & Mallet, Dann
(2012)
A model of workplace safety incorporating worker interactions and simple interventions.

*ANZIAM Journal*,*54*, C699-C719.
28

Mallet, Dann
(2011)
Walking a mile in their shoes: non-native English speakers' difficulties in English language mathematics classrooms.

*Journal of Learning Design*,*4*(3), pp. 28-34.

Mallet, Dann G., Heymer, Kelly-Jean, Rank, Roger G., & Wilson, David P.
(2009)
Chlamydial infection and spatial ascension of the female genital tract : a novel hybrid cellular automata and continuum mathematical model.

*FEMS Immunology & Medical Microbiology*,*57*(2), pp. 173-182.
50

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Mallet, Daniel G. & McCue, Scott W.
(2009)
Constructive development of the solutions of linear equations in introductory ordinary differential equations.

*International Journal of Mathematical Education in Science and Technology*,*40*(5), pp. 587-595.
2

Mallet, Daniel G.
(2008)
Asynchronous online collaboration as a flexible learning activity and an authentic assessment method in an undergraduate mathematics course.

*EURASIA*,*4*(2), pp. 143-151.
248

1

Mallet, Daniel G.
(2007)
Multiple representations for systems of linear equations via the computer algebra system Maple.

*International Electronic Journal of Mathematics Education*,*2*(1), pp. 16-32.
516

Mallet, Daniel G.
(2007)
Authentic assessment for advanced undergraduate students.

*Australian and New Zealand Industrial and Applied Mathematics Journal*,*47 (EMAC2*, C524-C540.
359

de Pillis, Lisette G., Mallet, Daniel G., & Radunskaya, Ami E.
(2006)
Spatial Tumor-Immune Modeling.

*Computational and Mathematical Methods in Medicine*,*7*(2-3), pp. 159-176.
24

Mallet, Daniel G. & de Pillis, Lisette G.
(2006)
A cellular automata model of tumor-immune system interactions.

*Journal of Theoretical Biology*,*239*(3), pp. 334-350.
924

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Mallet, Daniel G. & Pettet, Graeme J.
(2006)
A Mathematical Model of Integrin-Mediated Haptotactic Cell Migration.

*Bulletin of Mathematical Biology*,*68*(2), pp. 231-253.
377

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Mallet, Daniel G., Turner, Ian W., & Pettet, Graeme J.
(2004)
Application of the control volume method to a mathematical model of cell migration.

*The ANZIAM Journal*,*45*(E), C891-C904.## Conference Paper

Czaplinski, Iwona, Mallet, Dann G., Burrage, Pamela, & Psaltis, Steven
(2015)
Preparing engineering graduates for the knowledge economy through blended delivery of mathematics. In

*HERDSA 2015 Conference: Learning for Life and Work in a Complex World*, 6-9 July 2015, Melbourne, Vic.
8

Trisilowati, , McCue, Scott W., & Mallet, Dann G.
(2014)
A cellular automata model to investigate immune cell–tumor cell interactions in growing tumors in two spatial dimensions. In
Eladdadi, Amina, Kim, Peter, & Mallet, Dann (Eds.)

*Springer Proceedings in Mathematics & Statistics [Mathematical Models of Tumor-Immune System Dynamics]*, Springer New York, Sydney, Australia, pp. 223-251.

Adams, Matthew P., Mallet, Daniel G., & Pettet, Graeme J.
(2012)
Solution methods for advection-diffusion-reaction equations on growing domains and subdomains, with application to modelling skin substitutes. In
Gu, YuanTong & Saha, Suvash C. (Eds.)

*Proceedings of 4th International Conference on Computational Methods (ICCM2012)*, Gold Coast, Qld, Paper 230.
186

Adams, Matthew P., Mallet, Daniel G., & Pettet, Graeme J.
(2012)
A continuum model of the growth of engineered epidermal skin substitutes. In

*Proceedings of the 10th Biennial Engineering Mathematics and Applications Conference, The ANZIAM Journal*, Australia and New Zealand Industrial and Applied Mathematics, University of Technology Sydney, N.S.W, C90-C109.
82

Trisilowati, , McCue, Scott, & Mallet, Dann
(2012)
An improved model of tumour-immune system interactions. In
Sri Wahyuni, (Ed.)

*Proceedings of the 6th Southeast Asian Mathematical Society – Gadjah Mada University International Conference on Mathematics and its Applications 2011*, Yogyakarta University, Indonesia, pp. 895-904.
72

Mallet, Dann G. & Flegg, Jennifer
(2011)
Communicating assessment criteria is not sufficient for influencing students' approaches to assessment tasks – perspectives from a differential equations class. In

*SIGMAA RUME 2011*, February 24-27, 2011, Portland Marriott, Portland, Oregon.
96

Mallet, Dann G. & Flegg, Jennifer
(2011)
Towards a classification of criterion referenced assessment models in mathematics courses : student and academic perspectives. In
Barton, S. (Ed.)

*Proceedings of Global Learn Asia Pacific 2011*, AACE, Melbourne, Australia, pp. 479-482.
125

Mallet, Daniel G., Heymer, Kelly-Jean, & Wilson, David P.
(2008)
A hybrid CA-PDE Model of chlamydia trachomatis infection in the female genital tract. In

*6th International Congress on Industrial and Applied Mathematics*, 16-20 July 2007, Zurich. (Unpublished)
214

## Conference Item

Czaplinski, Iwona & Mallet, Dann
(2014)
Enhancing students’ learning through blended learning for engineering mathematics. In

*The Australian Conference on Science and Mathematics Education*, 29 September - 1 October 2014, The University of Sydney, Sydney, Australia. (Unpublished)
5

## QUT Thesis

Mallet, Daniel Gordon
(2004)

*Mathematical Modelling of the Role of Haptotaxis in Tumour Growth and Invasion.*PhD thesis, Queensland University of Technology.
540