Bram Stokers Dracula: The Film and the Legend by Francis Ford CoppolaIncludes the complete shooting script, excerpts from the original novel, more than 160 photos and drawings, showing the brilliant costumes, evocative sets, and historical antecedents; features on directors innovative methods, the technical challenges, the films literary and historical links; a Dracula filmography and bibliography. 160 illustrations including 100 in color.
The Newmarket Pictorial Moviebooks, official companions to films, large format (8 3/8 x 10 7/8), heavily illustrated throughout, with color photographs, details on the making of the film, background on the filmmakers and cast.
Attribution CC BY. This book covers a very large and comprehensive list of topics. Aside from the leading topics in a standard linear algebra course, there are some less-standard but highly important topics covered, such as spectral theory, abstract vector spaces, Aside from the leading topics in a standard linear algebra course, there are some less-standard but highly important topics covered, such as spectral theory, abstract vector spaces, curvilinear coordinates, and even a nice chapter on complex numbers a topic which is often assumed even if students aren't so familiar with it. For example, a section on basic iterative methods e.
A First Course in Linear Algebra is an introductory textbook designed for university sophomores and juniors. Typically such a student will have taken calculus, but this is not a prerequisite. The book begins with systems of linear equations, then covers matrix algebra, before taking up finite-dimensional vector spaces in full generality. The final chapter covers matrix representations of linear transformations, through diagonalization, change of basis and Jordan canonical form. Along the way, determinants and eigenvalues get fair time. There is a comprehensive online edition and PDF versions are available to download for printing or on-screen viewing. Physical copies may be purchased from the print-on-demand service at Lulu.
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A First Course in Linear Algebra provides an introduction to the algebra and geometry of vectors, matrices, and linear transformations. This book is designed as a background for second-year courses in calculus of several variables and differential equations where the theory of linear differential equations parallels that of linear algebraic equations. The topics discussed include the multiplication of vectors by scalars, vectors in n-space, planes and lines, and composites of linear mappings. The symmetric matrices and mappings, quadratic forms, change of coordinates, and effect of change of basis on matrices of linear functions are also described. This text likewise considers the computation of determinants, diagonalizable transformations, computation of eigenvalues and eigenvectors, and principal axis theorem.