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The Universe As You Know It Does Not Exist. Let me explain with a graph...

Astrum・32 minutes read

The text delves into the universe's complexity, exploring simple equations like F=ma and E=mc2 that reveal profound truths and address fundamental questions about time, space, and the universe's nature. Models developed by Alex McColgan and his brother illustrate how dimensions and time dilation impact movement and perception, aligning with Einstein's theories and suggesting a hyperbolic universe with infinite possibilities and a speed limit imposed by hyperbolic geometry.

Insights

  • Simple equations like F=ma and E=mc2 often lead to groundbreaking discoveries in understanding the universe, showcasing the power of simplicity in revealing profound truths.
  • Exploring dimensions beyond the visible 3 and considering hyperbolic universal geometry may offer insights into the universe's shape, the speed of light's limit, and the concept of infinite speed when time approaches zero over a distance greater than zero.

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Recent questions

  • What are some fundamental questions about the universe?

    Fundamental questions about the universe include the nature of time, the universe's expansion, and light's speed limit. These inquiries delve into the very essence of existence, exploring concepts that shape our understanding of the cosmos.

  • How does time relate to space in Einstein's theories?

    Time is explored as another dimension, with its connection to space forming the basis of Einstein's theories of relativity. This relationship deepens our comprehension of the universe, highlighting the intricate interplay between time and space in shaping our reality.

  • What is the significance of dimensions in understanding movement?

    Dimensions are explained, with 3D space having height, width, and depth, and the addition of dimensions altering movement possibilities. By grasping the concept of dimensions, we can unlock new insights into how objects navigate through space and time.

  • How does speed in space affect time travel?

    The relationship between speed in space and time is detailed, with faster space travel resulting in slower time travel. This intriguing phenomenon showcases the interconnected nature of speed, space, and time, offering a glimpse into the complexities of the universe.

  • What implications do models involving 2D individuals moving through 3D space have?

    A model involving 2D individuals moving through 3D space illustrates time dilation and the warping effect of speed on perception. These implications align with Einstein's theories, shedding light on how our perception of reality is influenced by the dimensions in which we exist.

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Summary

00:00

Unraveling Universe: Simple Equations, Time Dilation, Dimensions

  • The universe's complexity prompts questions about its nature, with simplicity often revealing great truths.
  • Mathematical formulas have historically aimed to explain the universe, but breakthroughs often come from simple equations like F=ma and E=mc2.
  • Fundamental questions about the universe include the nature of time, the universe's expansion, and light's speed limit.
  • Alex McColgan introduces models developed with his brother to address these questions.
  • Time is explored as another dimension, with its connection to space forming the basis of Einstein's theories of relativity.
  • Dimensions are explained, with 3D space having height, width, and depth, and the addition of dimensions altering movement possibilities.
  • The concept of a fourth dimension, time, is linked to space in Einstein's theories, with time being crucial for movement in 3D space.
  • The relationship between speed in space and time is detailed, with faster space travel resulting in slower time travel.
  • A model involving 2D individuals moving through 3D space illustrates time dilation and the warping effect of speed on perception.
  • The model's implications align with Einstein's theories, showcasing how objects at high speeds appear to flatten in the direction of travel due to time dilation.

14:12

"Exploring Dimensions: Universe's Shape and Light Speed"

  • Exploring a 2D object stretching in one direction, contrasting with real-life 3D stretching in two directions.
  • Time as a direction deepens understanding of the universe, raising questions about the force propelling us forward.
  • In the 4th dimension, humans are flat pancakes, not protruding into the past or future.
  • Considering the existence of dimensions beyond the visible 3, questioning if space has an end or if the universe is infinite.
  • Three possible universe scenarios: flat, spherical, or hyperbolic, each with distinct characteristics.
  • In a spherical universe, lines curve towards each other, leading to a continuous loop where one ends up back where they started.
  • Hyperbolic universe features lines diverging exponentially, potentially explaining the universe's expansion.
  • The universe's shape may be hyperbolic, suggesting infinite possibilities and endless space.
  • The speed of light's limit and its exact value of 299,792,458 m/s may be explained by hyperbolic geometry.
  • Light always appears to travel at the same speed from any perspective, except for the photon's perspective where time slows down to 0.

28:29

"Hyperbolic 4D Space and Time Travel"

  • Division by zero results in infinity, leading to the concept of infinite speed when time is zero over a distance greater than zero.
  • Light, from its perspective, travels infinitely fast, not at the known speed of 299,792,458 m/s.
  • A theory is presented incorporating 4D space, time nature, and hyperbolic universal geometry.
  • Objects in motion remain in motion unless acted upon by another force, following physics rules.
  • The concept of a big bang event causing motion in a 4D space, moving solely in the time direction, is discussed.
  • Changing direction in physics involves acceleration, with velocity components in x and y directions.
  • Travelling at near infinite speeds in hyperbolic 4D space results in time warping effects, leading to time shortcuts.
  • The hyperbolic geometry imposes a speed limit on the universe, explaining why even light cannot exceed the known speed limit.
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