<p>Durkacz, K. (2015, June). <i>The Engineering Peer Tutors</i>. Paper presented at Scottish Maths Support Network meeting, Glasgow Caledonian University</p>

<p>Woodham, C. A. & Su, H. <i>A Computational Investigation of Pole-Zero Cancellation for a Double Inverted Pendulum System</i>. Paper presented at ICCAM 2000, Leuven, Belgium</p>

<p>Durkacz, K. (2015, June). <i>The Engineering Peer Tutors</i>. Paper presented at Scottish Maths Support Network meeting, Glasgow Caledonian University</p>

<p>Woodham, C. A. & Su, H. <i>A Computational Investigation of Pole-Zero Cancellation for a Double Inverted Pendulum System</i>. Paper presented at ICCAM 2000, Leuven, Belgium</p>

<p>Milne, S., McVey, M., Barr, N., Davis, M., Mason, J., Greenhalgh, R., …Fletcher, L. <i>Sharing Assessment across Institutions and VLEs</i>. Paper presented at CETL-MSOR Conference 2013, Coventry University</p>

<p>Woodham, C. A. & Su, H. <i>A symbolic investigation of controller design for a single inverted pendulum system</i>. Paper presented at ICCAM 2002, Leuven, Belgium</p>

<p>Woodham, C. A. <i>A symbolic investigation of pole-zero cancellation for a double inverted pendulum using torque inputs</i>. Paper presented at IEE Colloquium on "Symbolic Computation for Control", Birmingham, UK</p>

<p>Robin, W. (2014). On the procedure for the series solution of second-order homogeneous linear differential equation via the complex integration method. <i>Nonlinear Analysis and Differential Equations</i>, <i>2(4)</i>, (173-188). doi:10.12988/nade.2014.4713. ISSN 1314-7587</p>

<p>Robin, W. (2013). Series Solution of Second-Order Linear Homogeneous Ordinary Differential Equations via Complex Integration. <i>International Mathematical Forum</i>. <i>9</i>, 967-976. doi:10.12988/imf.2014.4492. ISSN 1312-7594</p>

<p>Robin, W. (2013). On the procedure for the series solution of certain general-order homogeneous linear differential equations via the complex integration method. <i>Nonlinear Analysis and Differential Equations</i>. <i>2</i>, 155-171. doi:10.12988/nade.2014.4712. ISSN 1314-7587</p>

<p>Robin, W. (2012). On the Rodrigues Formula Solution of the Hypergeometric-Type Differential Equation. <i>International Mathematical Forum</i>. <i>8</i>, 1455-1466. doi:10.12988/imf.2013.37133. ISSN 1312-7594</p>

<p>Robin, W. (2012). Some Remarks on the Homotopy-Analysis Method and Series Solutions to the Blasius Equation. <i>International Mathematical Forum</i>. <i>8</i>, 1205-1213. doi:10.12988/imf.2013.3478. ISSN 1312-7594</p>

<p>Robin, W. (2012). On the Rodrigues’ Formula Approach to Operator Factorization. <i>International Mathematical Forum</i>, <i>7(45-48)</i>, (2333-2351). ISSN 1312-7594</p>

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