Exact Measurement For More Sustainable Development, Innovation, and Progress
A coherence-based Noise Reduction System, establishes a time-independent reference, or exact standard, for measuring time. Download summary of scientific research here.
We're taking on the responsibility of re-defining the upcoming 4th Industrial Revolution to ensure sustainability. Why bother building an unsustainable house of cards which will inevitably collapse in a few decades? Why not do it right and make it sustainable? Why not build to last? Why not build to a new level of alignment with the laws of physics and the laws governing the structure and function of our universe? Why not raise our development to an entirely new standard?
A digital revolution/transformation need not clash with natural systems. And if we build our systems right, progress need not be limited, while we attempt to 'save the planet'. When our technological progress is in step with the sustainable progress of the ever-expanding universe, there is no clash between our digital systems and our living environment. We take our cue from the sustainability we find in natural systems, to make our digital systems work better and last longer without interfering with the inter-workings of our planetary ecosystem.
The easiest way to align with the universe is to follow the universal laws which make the universe sustainable. Digital is, by definition, signals broken into pieces, bits, and then we put them back together. One critical, and often overlooked, factor essential for putting the bits back together as perfectly as they were before, is precision measurement. Now they say measurement uncertainty is inevitable. And it is indeed inevitable when our standardized measurement system is based on approximation. All upgrades to our standards for measuring time are aimed at reducing measurement uncertainty. But our progress in this area is never to the level of precision measurement found in natural systems. Even the NIST, responsible for setting the standards for measurement, readily admits that the new Quantum SI is still based on approximation. What does nature know about obtaining exact measurement that we do not know?
What happens when we are able to reduce measurement uncertainty? When you reduce measurement uncertainty, you increase both accuracy and precision together. Both the signals and the system as a whole become more stable over time, even across extended networks, including the Internet of Things (IoT). The new digital transformation will lay the foundation for the 4th industrial revolution and it will be based on the shift from static stability found in today's digital technologies--which results from our present accuracy bias--to dynamic stability. This shift to a new level of dynamic stability, is based on an advanced approach to noise reduction which reduces measurement uncertainty. This shift will enable unrestricted growth of complex networks, including the unlimited expansion of the Internet of Things (IoT).
What makes a system unstable? Noise, measurement uncertainty, static stability, lack of resilience, insufficient self-organizing power, insufficiency of a coherent hierarchical structure, all these factors put a system at risk, and lead to disappointment and frustration. To reduce the likelihood of problems, precision measurement, brought about through a new approach to noise reduction, enables a system to be more dynamically stable, more resilient, with greater self-organizing power, and greater phase coherence between the different levels of its hierarchical structure. In a word, greater precision in measurement allows a system to be more sustainable.
Why wouldn't we want to ensure our digital transformation include the same accurate and precise measurement system used in the construction of natural systems, such as our universe? Our universe seems to have the ability to sustain itself virtually forever.
Precision measurement in this case is both accurate and precise. Our standardized measurement system with all its great advances is still based on approximation. In an attempt to overcome the limitations of approximation our standardized measurement system has developed an accuracy bias, which creates a static kind of stability. This static stability is incompatible with the dynamic stability found in natural systems, which have an absolutely precise measurement system . This natural precision can be clearly seen in the motion of the planets. In the following short video we see the perfection and beauty of natural precision: https://www.youtube.com/watch?v=p9mG149Nfrk
An example of precision in measurement found in natural systems. This is the pattern of the path taken by the planet Venus in relationship to the planet earth as show in the video above