HELM -- Help Engineer Learn Math
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* HELM -- Help Engineer Learn Math
** intro
Production of this 2015 edition, containingcorrections and minor revisionsof the 2008 edition,was funded by the sigmaNetwork.
About the
HELMProjectHELM(Helping Engineers Learn Mathematics)
materials were the outcome of a three-‐year curriculum development project
undertaken by a consortium of five English universities led by Loughborough University,
funded by the Higher Education Funding Council for England under the Fund for
the Development of Teaching and Learning for the period October 2002
–September 2005, with additional transferability funding October 2005 –September 2006.
HELMaims to enhance the mathematical education of engineering undergraduates through
flexible learning resources, mainly these Workbooks.
HELMlearning resources were produced primarily by teams of writers at six universities:
Hull, Loughborough, Manchester, Newcastle, Reading, Sunderland.
HELMgratefully acknowledges the valuable support of colleagues
at the following universities and colleges involved in the critical reading,
trialling, enhancement and revision of the learning materials:
Aston, Bournemouth & Poole College, Cambridge, City, Glamorgan, Glasgow,
Glasgow Caledonian, Glenrothes Institute of Applied Technology,
Harper Adams, Hertfordshire, Leicester, Liverpool, London Metropolitan,
Moray College, Northumbria, Nottingham, Nottingham Trent, Oxford
Brookes, Plymouth, Portsmouth, Queens Belfast, Robert Gordon, Royal
Forest of Dean College, Salford, Sligo Institute of
Technology, Southampton, Southampton Institute, Surrey, Teesside, Ulster,
University of Wales Institute Cardiff, West Kingsway College (London),
West Notts College.HELM Contacts:Post:HELM, Mathematics Education Centre, Loughborough University, Loughborough,
LE11 3TU.
Email:
helm@lboro.ac.uk
Web:http://helm.lboro.ac.uk
** ref
https://learn.lboro.ac.uk/archive/olmp/olmp_resources/pages/wbooks_fulllist.html
** Workbooks
1Basic Algebra26Functions of a Complex Variable2Basic Functions27Multiple Integration3Equations, Inequalities & Partial Fractions28Differential Vector Calculus4Trigonometry29Integral Vector Calculus5Functions and Modelling30Introduction to Numerical Methods6Exponential and Logarithmic Functions31Numerical Methods of Approximation7Matrices32Numerical Initial Value Problems8Matrix Solution of Equations33Numerical Boundary Value Problems9Vectors34Modelling Motion10Complex Numbers35Sets and Probability11Differentiation36Descriptive Statistics12Applications of Differentiation37Discrete Probability Distributions13Integration38Continuous Probability Distributions14Applications of Integration 139The Normal Distribution15Applications of Integration 240Sampling Distributions and Estimation16Sequences and Series41Hypothesis Testing17Conics and Polar Coordinates42Goodness of Fit and Contingency Tables18Functions of Several Variables43Regression and Correlation19Differential Equations44Analysis of Variance20Laplace Transforms45Non-‐parametric Statistics21z-‐Transforms46Reliability and Quality Control22Eigenvalues and Eigenvectors47Mathematics and Physics Miscellany23Fourier Series48Engineering Case Study24Fourier Transforms49Student’s Guide25Partial Differential Equations50Tutor’s Guide
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