Basic lessons on isometries similarities and inversions in the Euclidean plane: a synthetic approach/ Ioannis Markos Roussos
Publication details: New Jersey: World Scientific, 2023Description: xiii, 486 pages 24.5 cmISBN:- 9781944660482
- 23 516.2 R864
Item type | Current library | Call number | Status | Date due | Barcode | Item holds | |
---|---|---|---|---|---|---|---|
Books | ISI Library, Kolkata NBHM Collection | 516.2 R864 (Browse shelf(Opens below)) | Available | 138644 |
Browsing ISI Library, Kolkata shelves, Shelving location: NBHM Collection Close shelf browser (Hides shelf browser)
516.17 Sa173 Aspects of Sobolev-type inequalities | 516.2 G289 Gnomon | 516.2 G448 Elementary euclidean geometry | 516.2 R864 Basic lessons on isometries similarities and inversions in the Euclidean plane: a synthetic approach/ | 516.22 B496 Pi: a source book | 516.24 M296 Trigonometric delights | 516.3 Ab147 Local analytic geometry |
Includes bibliography and index
Some preliminaries -- Isometries -- Exercises on Isometries -- Similarities -- Exercises on similarities -- The transformation of inversion -- Exercises on circles -- Exercises on radical axis -- Exercises on inversion
The aim of this book is to provide a complete synthetic exposition of plane isometries, similarities and inversions to readers who are interested in studying, teaching, and using this material.
The topics developed in this book can provide new proofs and solutions to many results and problems of classical geometry, which are presented with different proofs in the literature. Their applications are numerous and some, such as the Steiner Chains and Point, are useful to engineers.
The book contains many good examples, important applications and numerous exercises of various level and difficulty, which are classified in the three groups of: general exercises, geometrical constructions, and geometrical loci. Some lengthy exercises or groups of related exercises can be viewed as projects. On the basis of the above, this book, besides Classical Geometry, is an important addition to Mathematics Education.
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