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Reconstruction of Forms by Linear Algebra
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Research Articles
Reconstruction of Forms by Linear Algebra
Elena Marchetti1 and Luisa Rossi Costa1 
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Dipartimento di Matematica, Politecnico di Milano, Piazza Leonardo da Vinci, 32, 20133 Milan, ITALY |
Abstract. Lines and surfaces are boundary elements of objects and buildings: it is very important to give the students a mathematical
approach to them. Elena Marchetti and Luisa Rossi Costa present linear algebra (by vectors and matrices) as an elegant and
synthetic method, not only for the description but also for the virtual reconstruction of shapes.The aim of our activity is
to facilitate—and, at the same time, to develop—the comprehension of crucial mathematical tools involved in the realization
of forms and shapes in arts, architecture and industrial design and in computer graphics. Another important aspect of linear
algebra to be pointed out to the students is its application in graphics software packages, which work with transformations
that change the position, orientation and size of objects in a drawing
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