Lecture Notes: Terrence Howard's Revolutionary Mathematical Concepts

Introduction

• Terrence Howard claims to have discovered a revolutionary concept that could transform our understanding of mathematics and reality.
• He challenges scientists from various fields to dispute his findings.
• The pattern of introducing revolutionary ideas often follows a path of ridicule, opposition, and eventually acceptance.

Criticism and Acceptance

• Terrence faced significant criticism and ridicule in mainstream media.
• Despite initial mockery, there is growing attention and potential acceptance of his ideas.

Flaws in Conventional Mathematics

• Current mathematics relies heavily on approximation and convention.
• Example: Conventional operations like multiplication and division are questioned.
• Howard argues for abandoning false foundations to advance civilization.

Mathematical Operations and Errors

• Howard critiques the conventional result that 1 * 1 = 1, arguing it contradicts the idea of multiplication as increasing quantity.
• He demonstrates with a calculator how consistent results can be achieved through unconventional mathematical manipulations.
• Highlights a "loop" in math that suggests fundamental errors in existing math systems.*

Chemistry and Elements

• Describes elements as manifestations of specific motion and pressure conditions, influenced by electricity and magnetism.
• Proposes a pattern where elements are not static entities but conditional states.
• Example: Laboratory transformation of carbon into diamonds.

Perception of Reality

• Human perception is limited, only understanding a fraction of the electromagnetic spectrum.
• Argues that everything in the universe is alive, merely in different states of existence.

The Eternal Cycle of Existence

• Discusses the cyclical nature of life, inhaling and exhaling matter and energy.
• Challenges the understanding of electric charge, arguing for a fluid-like substance that influences matter.

Light and Motion

• Light is not a traveler but a self-replicating entity, undergoing life cycles.

Symbolism in Mathematics

• Flower of Life Symbol: Represents fundamental geometric principles found globally across ancient cultures.
• Old symbols indicate geometric patterns that define the universe.

Geometric Interpretations

• Howard introduces a new interpretation of overlapping circles leading to geometric insights.
• Demonstrates how energy and waves create geometric patterns and how they interact.

Advanced Geometric Concepts

• Proton Geometry: Describes the geometric structure of protons using the Flower of Life.
• Suggests bubbles forming geometric negative spaces, interpreted as dark matter.
• Convergence of Bubbles: Creates stable structures that represent high potential energy states.

Conclusion

• Howard's ideas revolve around reinterpreting fundamental geometric patterns and their implications for physics and chemistry.
• Highlights the need for a revised understanding of universal principles, beyond current orthodoxies in math and science.