Our first homepage: Big Board – little universe project, a mathematically integrated view of the universe, a natural inflation, and a Quiet Expansion.

The 202 doublings of the Planck Length rendered a highly-integrated, mathematical model of the universe, but, does it make any sense?

First Discussion: 19 December 2011  First Posted: January 2012 Update: December 2019   Today’s Homepage

Introduction

In December 2011 two teachers and about 80 high school students rather naïvely began to explore a geometric progression that first went down in size to the Planck Length then reversed to go back up all the way to the Observable Universe (most links open a tab or window and go to an in-depth Wikipedia page). It seemed like it could be a powerful STEM tool.

The first chart to be developed, pictured on the left, measures 60×11 inches. It is a view of the entire universe and has just 202 doublings (dividing or multiplying by 2, over and over again) from the smallest to the largest possible measurements of space and time. Thinking that this simple math was already part of academic work, a two-year search found no references to powers of 2 applied to the Planck Length. [1]

In that time, asking around locally and then globally, many people were puzzled and asked, “Why haven’t we seen a base-2 scale of the universe before now?

An Integrated Universe View

Dubbed Big Board – little universe, this project started as a curiosity; today, it is an on-going study to analyze and develop the logic and potential links from their simple mathematics to all the current mathematics that define the universe, all its parts, everything from everywhere, and from the beginning of time to this very moment in time. Their hope is that this simple logic has simple links to real realities. Their standing invitation is, Open To Everyone, to help. This chart follows the progressions from the smallest to the largest possible measurement of a length. Subsequent charts engage the other Planck base units. With more questions than answers, this group is trying to grasp the logic flows in light of current academic-scientific research.

Making a little progress

Yes, on December 19, 2011 the geometry classes in a New Orleans high school were introduced to the chart just above (Planck Length to the Observable Universe). In December 2014 they began to track Planck Time to the Age of the Universe. As they added other Planck base units, it became obvious that a horizontally-scrolled chart was needed to follow all the data more easily. Along that path they began to question the big bang theory, especially the first four epochs — Planck Epoch, Grand Unification EpochInflationary Epoch, and Electroweak Epoch because they had a natural inflation and quiet expansion, not an “” So, of course, this work continues but questions abound: “Is this the largest possible continuity equation?” Then, with some concern about it being so idiosyncratic,  “Could these studies taint our students within their college education?”

Now, that chart just above on the left is very early work.

What’s next?

They ask, “Where are the informed critics to tell us where we are going wrong?” One rather brilliant, young physicist told them that the concept for this project is idiosyncratic. They quickly learned how right he was. Nobel laureates and scholars of the highest caliber were asked, “What is wrong with our picture? Where is our fallacy of misplaced concreteness?” Slowly analyzing the logic and developing web postings, the hope is that somebody will say, “That’s wrong” and be able to tell them in what ways they have failed logically or mathematically.

If not wrong, the extension of this basic logic could begin to yield rather far-reaching results. For example, the big bang theory could get a special addendum, the first 67 notations. That would make it simple, symmetric (entirely relational), predictive, and totally other. The entire universe could get an infrastructure of geometries whereby many issues in physics, chemistry and biology could be redressed. The finite-infinite relation would be re-opened for new inquiries. In this model of the universe, time-and-space are derivative, the quantitative of the qualitative (infinity). Light, continuity-and-symmetry become penultimate. Derivative relations begin to have an inherent qualitative or value structure. If so, ethics and the studies of the Mind (the discernment of qualities) just might, for the first time in history, become part of a scientific-mathematical continuum. A rather different definition of the individual may emerge whereby people are simultaneously defined within the small scale, human scale, and large scale universe (yes, perhaps even by each notation!). Embracing a different sense of the nature of space and time by which both are localized by notation is surely enough; yet there will always be more. There are many working postings (all homepages) that have been written since their first chart; all of it needs constant updating. Many can be found through the top navigation bar option, INDEX.

Notes, lesson plans and posts (and all new posts) are being consolidated and linked from this homepage. Now called, The Big Board – little universe Project, it is a Science-Technology-Engineering-Mathematics (STEM) application. Initially secondary schools from around the city were invited to join the exploration.

The earliest postings and blogs were done by Bruce Camber within a section of his website — SmallBusinessSchool.org. That site once supported a television series, Small Business School, that he and his wife, Hattie Bryant, started. It aired for 50+ seasons on most PBS-TV stations throughout the USA and on thousands around the world via the Voice of America-TV affiliates.

Articles and blogs had been posted on WordPress, LinkedIn, Blogger, and Facebook. An April 2012 article, formatted for and displayed within Wikipedia for a few weeks, was deleted on May 2, 2012 as “original research” by highly-specialized Wikipedia editors. Only then did this little group of teachers and students finally begin to believe that base-2 notation had not already been applied to the Planck base units. And, as they have grown in their analyses, it has become increasingly clear that this area of simple math and simple logic is a relatively new exploration and that notations 1-to-67 may be a key to unlock a new understanding of the nature of physical reality.

The challenge is to study the logic flow within their many charts, all based on the Planck base units, both up and down and across, to build on such questions as, “Is this simple logic consistent? What does it imply about the nature of the universe?”

So, even now, there is much more to come. At the end of the year, 2015, a Lettermanesque Top Ten was added. In January 2016 an article, Constructing the Universe from Scratch, emerged. In April 2016 the horizontally-scrolled chart provided a better sense of the flow and of phase transitions. Still a “rough draft” this project has a long way to go!

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[1] Footnote: In 1957 Kees Boeke did a base-10 progression in just 40 steps. It has become very well-known through books, films, and online demonstrations.

In July 2014, Nobel Laureate, Gerard ‘t Hooft, and physicist, Stefan Vandoren, wrote a scholarly update using base-10. Notwithstanding, base-2 is 3.3333+ times more granular than base-10. Plus, base-2 mimics cellular reproduction, cubic close-packing of equal spheres, and other naturally bifurcating processes in mathematics, physics, chemistry, biology, topology, botany, architecture, cellular automaton and information theory; it has a geometry; it has the Planck base units, and, it has a simple logic and so much more.

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http://81018.com 81018 – This site is for on-going research and development.
http://bblu.org Big Board-little universe is to relate this work to STEM programs in secondary schools.

There has been some duplication of pages and overlapping links between sites. There are also numerous other web pages that have been developed over the years. Please bear with us as everything related to this simple base-2 model is consolidated within this primary site. Some of the earliest existing pages are here.

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