EVENTPOINT COSMOGEOGRAPHY

Eventpoint Cosmogeography, a new study, opens up a distinct line of inquiry into the geography of the Earth.  Charles William Johnson, from Earth/matriX, Science Today, questions the theory of continental drift by examining the distances between geographical extreme points and selected cosmogeographical event points. The translation and centrosymmetries of geographical coordinate points suggest the fact that the continents undergo movement, but that they have not drifted randomly on the face of the Earth for the past 250 million years as proposed by Alfred Wegener nearly a century ago. The symmetry between extremepoints and eventpoints illustrated in this study suggests that continental drift theory must be reconsidered, possibly abandoned.

THE TAINO LANGUAGE AND ANCIENT EGYPTIAN

The Taino language is compared to the ancient Kemi-Egyptian hieroglyphs.This study complements other studies of the languages of the Americas in comparison to the ancient Egyptian hieroglyphs. The fact that numerous linguistic correspondences appear between the languages of the two separated hemispheres suggests a possible shared origin or common history.

ANCIENT EGYPTIAN AND PUREPECHA

Ancient Egyptian and Purépecha represents volume five of the series of The Sound of Meaning. In this series of monographs we examine the linguistic correspondences between selected languages of the Americas and the ancient Kemi-Egyptian hieroglyphs. Purépecha is the language of the once referred to Tarascan peolpe of the highlands of Mexico. In this series we have compared Nahuatl, Maya, Taino, Atakapa, Tunica and Chitimacha languages to the ancient Egyptian hieroglyphs.

THE AZTEC CALENDAR: MATH AND DESIGN
In the book The Aztec Calendar: Math and Design, Charles William Johnson examines the possible relationships between mathematics and geometry. The historically significant numbers may reflect progressions which in turn may be translated into geometrical figures and designs. No one knows for certain how the Aztec Calendar may have been read or interpreted. Its simbolic design is striking and has intrigued scholars for centuries. The Aztec Calendar: Math and Design explores the stone's elements and rings in relation to their spatial divisions in an attempt to discern a possible method of computation, using the historically significant numbers of the ancient reckoning system. The book promotes the existence of specific mathematical posits that the geometrical spatial division of the calendar's elements appear to obey.

THE GOLDBACH CONJECTURE AND THE UNIVERSE OF PRIMES
The Goldbach Conjecture and the Universe of Primes examines the even-sum tables of the natural numbers and prime numbers in proving the conjecture. The explanation of the inner workings of the Goldbach conjecture are rendered into simple math. Knowing how to add is all that is required. Profusely illustrated with easy-to-read math tables explaining how the sum of primes perform in relation to the conjecture.

The author examines the Goldbach Conjecture, a 262 year-old conjecture. It is impossible to prove the Goldbach Conjecture in the manner in which the theorists of mathematics have been demanding. Instead of a resolution based on algebra, an explanation of the Goldbach Conjecture based on the numbers is required. In fact, this may be a simpler task than imagined until now.

THE ELECTONIC AND NEUTRONIC SCHEMATA OF THE ELEMENTS
The Electronic and Neutronic Schemata of the Elements is a full-color book with over 125 color illustrations of the new periodic table. The schemata of the elements are presented in selected versions of the electronic and neutronic configurations of the elements. The schemata represent a distinct re-structuring of the conventional periodic table. Color coded patterns of centrosymmetry, translation and reflective symmetry produce teaching and research aids for high school and college students. The selected compilation of electronic and neutronic schemata in this book represent only a few of the thousands of schemata now being produced by the Earth/matriX project.

PARTICLE MASS DIFFERENCE
The author has chosen to explore the relationship between constants of proton mass (1.6726231) and neutron mass (1.6749286). The conditions of existence of the proton mass and the neutron mass are determined by, or themselves determine, the existence of packets of energy (certain quanta of energy). The differences between those numerical expressions are significant.

ELEMENTAL TRIPLICITY
Elemental triplicity represents a grouping of different elements whose protonic and neutronic counts reflect the same/similar numbers reflecting a midpoint between two chosen elements, which defines a specific pattern of centro-symmetry. The middle element of the three elements chosen reflects the midpoint, or average of the two counts of the two extreme elements. Because the elements are typically not arranged according to the twenty-element baseline of the neutronic count, the relationships of elemental triplicity have never been visualized before, until now. The horizontal rows of eighteen elements on the conventional periodic table denies a visual rendering of the numbers of the elemental triplicities. The existence of groups of three ---or more--- elements with a pattern of centro-symmetry is populated throughout the elements, as illustrated in this book.

FRACTAL TRIANGLES:
COMPLEMENTS TO BASIC AND SPECIAL RIGHT TRIANGLES
The author presents a detailed analysis of the series of triangles that complement the angles of basic and special right triangles. The series of fractal triangles as identified in this book have gone unstudied until now. Every student of geometry must necessarily be aware of the existence of these distinct series of fractal triangles and understand their relationship to the basic and special right triangles. A must read for geometry and math students. The author foresees applications for these distinct series of fractal triangles in the field of nanotechnology and nano-triangles.

IMAGES OF THE AZTEC CALENDAR
The high contrast images presented in this book isolate distinct elements of the Aztec Calendar in an effort to bring out original views of the distinct relationships within the calendar's design.. The analytical views reflect certain degrees relational to a circle and the ancient reckoning numbers, while others emphasize the laws of geometry.

TEN YEARS ON THE WEB: A SELECTION OF ESSAYS
These essays have appeared on the web-sites, Earth/matriX: Science in Ancient Artwork and Science Today. Numerous articles have been linked on the internet by high-school teachers and university professors as support material for student class work assignments. By having all these essays now on a single disk, their access and study are quick and easy. To search each of these articles on the web would require a lot of time waiting for the web-pages to load. With all of these essays on a single disk, you can have various files open simultaneously, compare the analyses of different texts with no waiting time, and print a hard copy of the files for your own personal use.