Faster than Light Using the Quantum Zeno Effect
From Zeno's Arrow...
Zeno of Elea was a Philosopher of the 5th century BC of Socrates time and of that circle, well known for his many subtle paradoxes. Among them he simply describes an arrow in flight. What if, he sates, you could capture an instantaneous shot of that arrow in flight? In that 'snapshot' as we would call it nowadays it would be motionless. So how can the arrow be moving when it is not moving? In modern calculus some counter argue that we use a Riemann sum. That is, slicing an apple into an infinite number of slices and then adding those infinite number of slice up to get your apple back. But what Zeno is describing here is not an infinitesimal (the properties would not even be founded for another 2,000 years), Zeno is referring to 'instantaneous.' Here the snapshots added together would all be of the arrow in the same position, frozen in time.
In Quantum Physics this is referred to as the Quantum Zeno Effect. Today the lower limit of this phenomenon is not an infinitesimal but Planck's constant, quantized space-time, 10^44 seconds, 10^35 meters. The Quantum Zeno Effect is the cornerstone of where Consciousness interacts with mass, energy, matter, the four forces of nature, and describes how we control the flow of time itself in order to paint the universe into being (Von Neumann Copenhagen Interpretation of Quantum Mechanics). In 1977 George Sudarshan and Baidyanath Misra of the University of Texas discovered that if you continually observe an unstable particle it will never decay. They literally froze the isotopic decay of cesium by constant observation (by mechanistic means, of course).
Sudarshan and Misra discovered that as you take those measurements at smaller and smaller intervals, slices of time – if you never take your eyes off it, nothing changes; it becomes frozen in time, or slowed to a near stop.
In General Relativity, space and time are indifferentiable, space-time. If time is altered, space MUST also respond by altering its curvature. If you know the math and the predictability, such as described by Miguel Alcubierre over 20 years ago, you can reshape space into what Miguel couldn't help but referred to his 'warp' bubble. The math, the mechanism, the observation rates, are all described neatly in the text. By using the QZE to alter the progression of time, General Relativity demands a predicted reshaping of space. By using this formula, the measurement rate, R, we carefully reproduce Alcubierre's space-time manifold exactly as he described it in 1994, with no exotic mass, negative energy, and so on, using only a few kilowatts of energy for measurement and detection.
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Zeno of Elea was a Philosopher of the 5th century BC of Socrates time and of that circle, well known for his many subtle paradoxes. Among them he simply describes an arrow in flight. What if, he sates, you could capture an instantaneous shot of that arrow in flight? In that 'snapshot' as we would call it nowadays it would be motionless. So how can the arrow be moving when it is not moving? In modern calculus some counter argue that we use a Riemann sum. That is, slicing an apple into an infinite number of slices and then adding those infinite number of slice up to get your apple back. But what Zeno is describing here is not an infinitesimal (the properties would not even be founded for another 2,000 years), Zeno is referring to 'instantaneous.' Here the snapshots added together would all be of the arrow in the same position, frozen in time.
In Quantum Physics this is referred to as the Quantum Zeno Effect. Today the lower limit of this phenomenon is not an infinitesimal but Planck's constant, quantized space-time, 10^44 seconds, 10^35 meters. The Quantum Zeno Effect is the cornerstone of where Consciousness interacts with mass, energy, matter, the four forces of nature, and describes how we control the flow of time itself in order to paint the universe into being (Von Neumann Copenhagen Interpretation of Quantum Mechanics). In 1977 George Sudarshan and Baidyanath Misra of the University of Texas discovered that if you continually observe an unstable particle it will never decay. They literally froze the isotopic decay of cesium by constant observation (by mechanistic means, of course).
Sudarshan and Misra discovered that as you take those measurements at smaller and smaller intervals, slices of time – if you never take your eyes off it, nothing changes; it becomes frozen in time, or slowed to a near stop.
In General Relativity, space and time are indifferentiable, space-time. If time is altered, space MUST also respond by altering its curvature. If you know the math and the predictability, such as described by Miguel Alcubierre over 20 years ago, you can reshape space into what Miguel couldn't help but referred to his 'warp' bubble. The math, the mechanism, the observation rates, are all described neatly in the text. By using the QZE to alter the progression of time, General Relativity demands a predicted reshaping of space. By using this formula, the measurement rate, R, we carefully reproduce Alcubierre's space-time manifold exactly as he described it in 1994, with no exotic mass, negative energy, and so on, using only a few kilowatts of energy for measurement and detection.
Faster than Light Using the Quantum Zeno Effect
From Zeno's Arrow...
Zeno of Elea was a Philosopher of the 5th century BC of Socrates time and of that circle, well known for his many subtle paradoxes. Among them he simply describes an arrow in flight. What if, he sates, you could capture an instantaneous shot of that arrow in flight? In that 'snapshot' as we would call it nowadays it would be motionless. So how can the arrow be moving when it is not moving? In modern calculus some counter argue that we use a Riemann sum. That is, slicing an apple into an infinite number of slices and then adding those infinite number of slice up to get your apple back. But what Zeno is describing here is not an infinitesimal (the properties would not even be founded for another 2,000 years), Zeno is referring to 'instantaneous.' Here the snapshots added together would all be of the arrow in the same position, frozen in time.
In Quantum Physics this is referred to as the Quantum Zeno Effect. Today the lower limit of this phenomenon is not an infinitesimal but Planck's constant, quantized space-time, 10^44 seconds, 10^35 meters. The Quantum Zeno Effect is the cornerstone of where Consciousness interacts with mass, energy, matter, the four forces of nature, and describes how we control the flow of time itself in order to paint the universe into being (Von Neumann Copenhagen Interpretation of Quantum Mechanics). In 1977 George Sudarshan and Baidyanath Misra of the University of Texas discovered that if you continually observe an unstable particle it will never decay. They literally froze the isotopic decay of cesium by constant observation (by mechanistic means, of course).
Sudarshan and Misra discovered that as you take those measurements at smaller and smaller intervals, slices of time – if you never take your eyes off it, nothing changes; it becomes frozen in time, or slowed to a near stop.
In General Relativity, space and time are indifferentiable, space-time. If time is altered, space MUST also respond by altering its curvature. If you know the math and the predictability, such as described by Miguel Alcubierre over 20 years ago, you can reshape space into what Miguel couldn't help but referred to his 'warp' bubble. The math, the mechanism, the observation rates, are all described neatly in the text. By using the QZE to alter the progression of time, General Relativity demands a predicted reshaping of space. By using this formula, the measurement rate, R, we carefully reproduce Alcubierre's space-time manifold exactly as he described it in 1994, with no exotic mass, negative energy, and so on, using only a few kilowatts of energy for measurement and detection.
Zeno of Elea was a Philosopher of the 5th century BC of Socrates time and of that circle, well known for his many subtle paradoxes. Among them he simply describes an arrow in flight. What if, he sates, you could capture an instantaneous shot of that arrow in flight? In that 'snapshot' as we would call it nowadays it would be motionless. So how can the arrow be moving when it is not moving? In modern calculus some counter argue that we use a Riemann sum. That is, slicing an apple into an infinite number of slices and then adding those infinite number of slice up to get your apple back. But what Zeno is describing here is not an infinitesimal (the properties would not even be founded for another 2,000 years), Zeno is referring to 'instantaneous.' Here the snapshots added together would all be of the arrow in the same position, frozen in time.
In Quantum Physics this is referred to as the Quantum Zeno Effect. Today the lower limit of this phenomenon is not an infinitesimal but Planck's constant, quantized space-time, 10^44 seconds, 10^35 meters. The Quantum Zeno Effect is the cornerstone of where Consciousness interacts with mass, energy, matter, the four forces of nature, and describes how we control the flow of time itself in order to paint the universe into being (Von Neumann Copenhagen Interpretation of Quantum Mechanics). In 1977 George Sudarshan and Baidyanath Misra of the University of Texas discovered that if you continually observe an unstable particle it will never decay. They literally froze the isotopic decay of cesium by constant observation (by mechanistic means, of course).
Sudarshan and Misra discovered that as you take those measurements at smaller and smaller intervals, slices of time – if you never take your eyes off it, nothing changes; it becomes frozen in time, or slowed to a near stop.
In General Relativity, space and time are indifferentiable, space-time. If time is altered, space MUST also respond by altering its curvature. If you know the math and the predictability, such as described by Miguel Alcubierre over 20 years ago, you can reshape space into what Miguel couldn't help but referred to his 'warp' bubble. The math, the mechanism, the observation rates, are all described neatly in the text. By using the QZE to alter the progression of time, General Relativity demands a predicted reshaping of space. By using this formula, the measurement rate, R, we carefully reproduce Alcubierre's space-time manifold exactly as he described it in 1994, with no exotic mass, negative energy, and so on, using only a few kilowatts of energy for measurement and detection.
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Product Details
| BN ID: | 2940157021337 |
|---|---|
| Publisher: | william bray |
| Publication date: | 11/05/2010 |
| Sold by: | Barnes & Noble |
| Format: | eBook |
| Pages: | 160 |
| File size: | 5 MB |
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