Author: Fan Fusheng
Publisher:
Publish Date: 2006-06-01
Features: The book is divided into 6 chapters: Determinants, Matrices, Vectors, Systems of Linear Equations, Eigenvalues and Eigenvectors of Matrices, and Quadratic Forms. Each chapter consists of 4 modules: Exam Content and Requirements, Key Point Essentials, Typical Problem Analysis, and Self-Check Simulated Tests. In the "Key Point Essentials" module, the fundamental concepts and main conclusions of each chapter are determined based on the exam content and requirements outlined in the "2004 National Master's Entrance Examination Mathematics Syllabus" issued by the Ministry of Education. Important definitions, theorems, properties, formulas, and methods are elaborated and analyzed in detail. The book contains over 200 examples, which are not simply categorized by question type (e.g., fill-in-the-blank, multiple-choice, calculation, and proof questions) but are instead grouped by problem type (i.e., applying certain knowledge points to solve specific types of problems). All examples are accompanied by thought process analysis and precise solutions to help students achieve the effect of generalizing from one example to many. Each chapter includes a carefully selected number of simulated tests, totaling 250 questions, all of which are provided with detailed answers at the end of the book. This is designed to facilitate review, identify gaps, reinforce problem-solving skills, and improve exam performance.
Linear Algebra Classic Problem Dictionary - Advanced for Graduate Entrance Examinations (Second Edition)
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