Shipping Estimate
USA
- USA
- CAN
- USA
- CAN
Ships within 48 hours · Estimated delivery Jul 9 - Jul 14
Promo Codes Available:
For Your Every Summer RSVP, with Code: SUMMER15
Description
An Introduction To The Algebra Of HypernumbersVernon N. Behrns expresses the possibility to extend Hamilton quaternions for dimensions n = 2p. The only problem with this is the devising of a suitable product table. His introduction describes the concept of an imaginary number, known as i, which is hidden in the second degree equation x2 + 1= 0. The solution is x = 1, and there is no real number 1. Therefore, the number space was extended by denoting 1 = i. i, becomes known as an imaginary number.
Vernon N. Behrns expresses the possibility to extend Hamilton quaternions for dimensions n = 2p. The only problem with this is the devising of a suitable product table. His introduction describes the concept of an imaginary number, known as i, which is hidden in the second degree equation x2 + 1= 0. The solution is x = 1, and there is no real number 1. Therefore, the number space was extended by denoting 1 = i. i, becomes known as an imaginary number. The imaginary idea is reinforced by the graph of the function y + x2 + 1 = 0 since this parabola does not cross the x axis. Still, simple quadratic equations such as x2 + 5x + 7 = 0 have no solution. But if the real numbers were added to the so-called pure imaginaries to form the complex field, a + bi, a and b real, this complex number field then provided solutions for quadratic equations in general. This book is an attempt at broadening the concept of hypernumbers and extending their dimension. Behrns describes the algebra of hypernumbers, which consists of hyper complex hyper real numbers.
About the Author
A native of New York, Vernon N. Behrns now lives in Lady Lake, Florida, and has two daughters. He studied and taught mathematics at the University of Buffalo and also earned his Ph.D. in mathematics. Although Mr. Behrns has not previously published books or materials on his own, he has written for others who in turn have published and named him as an author. Those works include:
-Least Squares Fitting of Exponential Functions; CNA Research Contribution No. 149, March 1970.
-Co-author of A Procedure for the Evaluation of Proposals; Marine Corps Development Center, Quantico, VA, August 1971
-A Methodology for Selecting Small-Arms Rounds to Meet Military Requirements; CNA CRC 307, September 1976
Shipping Notes
- Free Standard Shipping on $100+ Orders to the USA.
- Except Preorder products are shipped in 48 hours.
- Delivery to the USA:
- Standard Shipping : 3-10 business days
- If time is of the essence, please consider selecting expedited delivery for faster service.
Exchange/Return Notes
- We offer a 30-day return/exchange service after receiving.
- Final sale items are not eligible for returns or exchanges.
- To process your return/exchange, please contact us at [email protected]
- Please click here for more details>>> Return & Exchange Policy