ALICE

(Active Learning In a Computer Environment)


Faculty of Applied Sciences

University of Gent

[dutch version]


  1. About the project

  2. Software


  1. About the project


    In October 1996 the Education Centre of the Faculty of Applied Sciences launched an innovative educational project, in order to deal with the problems of a relatively small group of students entering our engineering faculty after one to four years of technical education, or after some years of experience in the industry.

    Many of these students need remedial teaching in mathematics and most of them have difficulties with attending the lectures and/or the exercise classes: this is due to their very tight class schedule. For many years the main culprit in the first term was the Linear Algebra course, which by the majority of these students was experienced as being highly 'abstract'. Therefore it was decided to develop a Linear Algebra package (a) which is suitable for selfstudy, (b) which contains material for self-evaluation and (c) which covers the same topics as the standard lectures, but offers these in a less abstract way (e.g. putting more emphasis on examples, illustrating the main ideas, rather than on the replication of proofs: the latter still can be read in the lecture notes).

    It was decided to write the whole package as a collection of hyperlinked MAPLE worksheets. This choice was directly motivated by the fact that at that time the University was about to acquire a MAPLE campus license, enabling us to distribute the main 'carrier' software to all students, for use on all platforms. In addition it was felt that a computer algebra system like MAPLE was best suited to fulfil all our needs at the same time: nicely formatted text and graphics output can be combined with 'hands-on' open exercises and self-evaluation 'tests', the possibilities of which go far beyond those of traditional educational packages, where usually only a literal comparison is made between a student's answer and a collection of standard answers.

    No attempt was made to incorporate automatic marking in the package's evaluation modules: for an open package, which can be installed at home, security would clearly be an insurmountable obstacle! Solely for the purpose of self-evaluation a modest attempt was made to restrict access to the system during the 'tests': very short questions, to be solved by a small amount of pencil and paper work, are posed, after which the student's answers are evaluated by the system. Questions and answers, as well as special functions needed to carry out an 'intelligent' check of the answers can be easily provided by the instructor in an ASCII file.
    In a first fase of the project the quiz module was delivered to the students together with the course material. From 2000 onwards the quiz modules were were decoupled: a dedicated web-server (AIM) is now taking care of the self-evaluation aspects of the package.
    No matter what the quality of a selfstudy package is, the main motivation of a student rests on the number of marks to be gained with it. Therefore three evaluation sessions (about one per month) are organised in a small computer-lab during the first term: herewith a total of 8 marks (out of 20) can be obtained. Each session takes one hour per student: 3 to 4 exercises have to be solved, making use of whatever tools that are deemed necessary (e.g. full access to the MAPLE library, the course modules and the lecture notes). At the end of the term a traditional examination is organised: two theoretical questions and one more 'abstract' exercise make up the 12 remaining marks.

    The results were very encouraging: students 'like' to do linear algebra in this way (sic!) and a comparison with examination results of previous years indicates a definite progress. These results stimulated us to generalise the use of the package to the full group of first year students. Computerlabs for linear algebra and theoretical mechanics were organised since october 1998 and for calculus 1 and 2 since october 1999. As a preparation for these exercise classes students are supposed to study the corresponding modules.
    The packages were written originally for MAPLE V release 4 and made compatible with later releases with some modest modifications. Until now this is done only for the Dutch version. No previous knowledge of MAPLE is assumed, as the use of the necessary MAPLE commands is built up very gradually. Nevertheless one should take care that the students have had a first look at, for example, the 'MAPLE New Users Tour', so that they are somewhat familiar with the manipulation of worksheets! From october 1999 onwards a Maple manual (in Dutch) has been available to our students as well.

  2. Software


    A zipped file with installation instructions can be obtained from our internet archives, or by email from one of the authors.
    More information about MAPLE itself can be found in our maplepages.

Last update: Friday, October 18, 2002 10:23:49