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Cover page of the E-Book Foundations of Transcomplex Numbers: An extension of the complex number system to four dimensionsDownload
A Mathematics E-Book

Foundations Of Transcomplex Numbers: An Extension Of The Complex Number System To Four Dimensions
ISBN 978-0-9802037-0-7
Original deposited at U.S. Copyright Office.

A fully printable and searchable book. No passwords required to read and print.

Not a collection of sample chapters, its a full PDF book, with the added benefit for the visually impaired that PDF texts can be appropriately sized on screen for easy readability.

This mathematics book is about a way of extending the complex numbers system to four-coordinate variables, maintaining the usual operations attributed to the complex numbers.

The ISBN for the E-Book is 978-0-9802037-0-7The book is typeset in high quality Latex format for superb equations and text readability, formatted for 8½ x 11 letter size printing. With 194 pages, generously illustrated with 51 illustrations,  and many cross-references like:

Seven chapters divided as follows:

In distributing Foundations of Transcomplex Numbers by donationware instead of selling it by a fixed amount, I had to make a hard decision. Instead of paying for the hosting of the EBook, and for the download bandwidth, I will give it for free and let the visitor pay what he/she wants. So please, donate now any amount you wish, and then download the EBook.

Want a quick preview of the content of the book? Then take  a look at some of the pages. Click on the thumbnails below.

Some sample pages of the book
Figure 1-2. Multiplication of two ordered pairs Figure 1-4. The norm of an ordered pair

Figure 2-4. The norm of a complex number
Fig. 1-2. Multiplication of ordered pairs
 Fig. 1-4. The norm of an ordered pair
 Fig. 2-4. The norm of a complex number
Figure 2-5. The argument of a complex number Figure 4-10. The 4 subspaces of the hyperspace S4 Figure 4-15. The cubicle number 4 of the hyperspace S4
Fig. 2-5. The argument of a complex number
 Fig. 4-10. The 4 subspaces
of the hyperspace S4		 Fig. 4-15. The cubicle number 4
of the hyperspace S4
Figure 4-4. The real planes of the real cubicle Figure 5-12. The usual plotting of the complex trigonometric function W = sin Z Figure 5-16. The essence of the transcomplex maps
Fig. 4-4. The real planes of the real cubicle.
 Fig. 5-12. The usual plotting of the complex trigonometric function W = sin Z Fig. 5-16. The essence of the
 transcomplex maps
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