APPUNTI DI ALGEBRA 1 CAMPANELLA PDF

Livraison de novembre Histoire de la philosophie. Fazio Allmayer V. Palermo, Trimarchi, , in-I6, p. Caramella S.

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A particular family of plane curves is presented: the conics and their affine and metric classification. Also a particular family of surfaces is presented: the quadrics and their metric and affine classification. This site uses only proprietary and third party technical cookies. By continuing to browse the site you are agreeing to our use of cookies. I agree I want to find out more.

Italian version. Google Search. Course Details for A. Therefore, several links are not available and data may be incomplete. To read the current information on the course, if it is still available, go to the university course catalogue.

To read information relating other academic years, use the list at the bottom of this page. Basic information Code:. Bachelor Degree in Mathematics 1 st anno curriculum Generale Compulsory. Maria Lucia Fania. Course Content Matrices and systems of linear equations.

Vector spaces and change of bases. Linear transformations and matrices associated to them. Eigenvalues, eigenvectors and diagonalization. Euclidean spaces. Inner product.

Cross product. Orthogonal subspaces. Gram-Schmidt orthogonalization. Affine and euclidean geometry. Eigenvalues and eigenvectors of symmetric matrices. Spectral theorem. Unitary and Hermitian matrices. Diagonalization of an hermitian matrix. Hermitian product. Conics and their affine and metric classification.

Quadrics and their affine and metric classification. Isometries of euclidean spaces of dimension two and three. Jordan canonical form of a matrix. Textbooks Nicholson W. Dalle applicazioni alla teoria , McGraw-Hill. Corso di base di geometria e algebra lineare , Carocci. Internet Resources Homepage:. Course page updates This course page is available with possible updates also for the following academic years: A.

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Appunti di algebra 1. Teoria

A particular family of plane curves is presented: the conics and their affine and metric classification. Also a particular family of surfaces is presented: the quadrics and their metric and affine classification. Language : Italian Lectures and Exercises. This site uses only proprietary and third party technical cookies. By continuing to browse the site you are agreeing to our use of cookies. I agree I want to find out more.

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