Science In Ancient Egypt

Discusses the achievements of the ancient Egyptians in science, mathematics, astronomy, medicine, agriculture, and technology.

This volume, the first of three volumes describing the major facets of Ancient Egyptian Science, concentrates on the origin and development of hieroglyphic writing, the scribal profession, and quasi-learned institutions in ancient Egypt. Professor Clagett has paid particular attention to the so-called Palermo Stone, the earliest annals composed in Eygpt.

Science in the Study of Ancient Egypt takes an innovative and integrated approach to the use of scientific techniques and methodologies within the study of ancient Egypt. Accessibly demonstrating how to integrate scientific methodologies into Egyptology broadly, and in Egyptian archaeology in particular, this volume will help to maximise the amount of information that can be obtained within a study of ancient Egypt, be it in the field, museum, or laboratory. Using a range of case studies which exemplify best practice within Egyptian archaeological science, Science in the Study of Ancient Egypt presents both the scientific methods of analysis available and their potential applications to Egyptologists. Although Egyptology has mainly shown a marked lack of engagement with recent archaeological science, the authors illustrate the inclusive but varied nature of the scientific archaeology which is now being undertaken, demonstrating how new analytical techniques can develop greater understanding of Egyptian data.

Discusses the achievements of the ancient Egyptians in science, mathematics, astronomy, medicine, agriculture, and technology.

How ancient Egyptians understood quantum theory • Investigates the history of how modern religion and the Age of Science were inspired by the sacred science of the ancients • Examines how quantum theory explains that the cosmos arises from consciousness • Reveals the unanimity between Schwaller de Lubicz’s “sacred science” and the science of a cosmos governed by quantum mechanics Since the dawn of the Age of Science humankind has been engaged in a methodical quest to understand the cosmos. With the development of quantum mechanics, the notion that everything is solid matter is being replaced with the idea that information or “thought” may be the true source of physical reality. Such scientific inquiry has led to a growing interest in the brain’s unique and mysterious ability to create perception, possibly through quantum interactions. Consciousness is now being considered as much a fundamental part of reality as the three dimensions we are so familiar with. Although this direction in scientific thought is seen as a new approach, the secret wisdom of the ancients presented just such a view thousands of years ago. Building on René A. Schwaller de Lubicz’s systematic study of Luxor’s Temple of Amun-Mut-Khonsu during the 1940s and ’50s, Edward Malkowski shows that the ancient Egyptians' worldview was not based on superstition or the invention of myth but was the result of direct observation using critical faculties attuned to the quantum manifestation of the universe. This understanding of reality as a product of human consciousness provided the inspiration for the sacred science of the ancients--precisely the philosophy modern science is embracing today. In the philosophical tradition of Schwaller de Lubicz, The Spiritual Technology of Ancient Egypt investigates the technical and religious legacy of ancient Egypt to reveal its congruence with today’s “New Science.”

Diverse bioarchaeological studies (using both traditional as well as innovative and advanced technologies), covering topics as varied as food, the mummification industry, and health and diseases, giving new insight into how the ancient Egyptians interacted with the flora and fauna that surrounded them.

The volume gives a discourse on the nature and accomplishments of Egyptian mathematics. The author quotes and discusses interpretations of such authors as Eisenlohr, Griffith, Hultsch, Peet, Struce, Neugebauer, Chace, Glanville, van der Waerden, Bruins, Gillings, and others. (Mathematics)