Saturday, November 22, 2014

Observed Galaxy Distribution Transition with Increasing Redshift a Property of the Fractal

I just published my third paper. This one is in response to this discovery:

I have found the universe is a standard, common garden variety fractal. It looks like a fractal – it is agreed by cosmologists to show fractal structure up to around 1 billion light years out, and thereafter is smooth, just as the clip shows, saving General Relativity (apparently) – and acts like a fractal – it has a beginning, and expands exponentially – it is a fractal. All fractals show a Hubble’s Law( increasing recessional velocity with distance from an observer) – and a cosmic microwave background –this is the trunk of your garden(fractal) tree. 

My presentation.

Full article at

Is the universe a fractal? This is one of the great – though not often talked about –questions in cosmology. In my publication I modelled the inverted (Koch snowflake) fractal and demonstrated Hubble’s Law, accelerating expansion, and a singularity beginning. Surveys of the universe – the most recent and largest, the 2012 WiggleZ Dark Energy Survey – show, galaxy distribution on small scales to be fractal, while on large-scales, homogeneity holds. There appears to be new anomaly to explain: a galaxy distribution transition from rough to smooth with cosmic distance. From my model I derived a Fractal-Hubble diagram. On this diagram, measurement points along the curve are clustered near the origin. This clustering was not addressed in discussions or part of the conclusion of my earlier experiment. Can this clustering of points account for the observed galaxy distribution transition? Could this transition be another property of fractals, and therefore could the universe – itself – be fractal? It was found, yes they do. Clustering of measurement points (and of galaxies) is as a result of observation position in the fractal. On small scales – relative to large scales – the cosmic surveys are what one would expect to see if one were viewing from within an iterating – growing – fractal. If trees – natural fractals that have also been found to grow at accelerating rates – are used to demonstrate this fractal: the large-scale smoothness maybe akin to a tree’s trunk; and the rough (fractal) on small-scales, to its branches. This discovery unifies the anomalies associated with the standard cosmological model. Together they are – through the mechanics of the fractal – inextricably linked.

Keywords: Fractal Cosmology, WiggleZ, Hubble’s Law, General Relativity, Galaxy Distribution, Cosmological Principle

Sunday, May 25, 2014

Who Shot Vincent Nigel Murray?

Who shot my favourite squint Vincent  Nigel-Murray: it can't have been who we think it was, Jacob Broadsky.
The scene at 2:10 minutes is impossible: glass is opaque to infrared heat radiation, It is impossible for an Infrared camera to see through glass.

Any squint would know that.

Verify my claim yourself: watch this clip -

Thursday, February 13, 2014

Tree growth acceleration explanation fractal

Update 2014 10 01
I have published at
Fractal Geometry a Possible Explanation to the Accelerating Growth Rate of Trees

Original entry:
".. most species mass growth rate increases continuously with tree size." :

A recent podcast interview on Radio New Zealand 'Nights' (see below) between host Bryan Crump and Ecologist Professor Mark Harmon on the topic of trees growth rate accelerating caught my attention. At the moment I am writing a publication on expansion and the fractal (fractspansion) and I have used trees as an analogy and example in my paper to explain what I believe to be the dark energy in the accelerating expansion of the observable universe.
Even if I could not find proof of my finding that trees growth also accelerated, I stuck with trees, and now I hear this – wow, supporting evidence! It is no coincidence that both trees and the universe expand exponentially - all things fractal do. I just have to prove the universe is a fractal. Of course I can't do that, but I can list all the properties of the fractal - exponential growth as one - and we then be able to infer that the universe is fractal. 

This clip shows the expansion of a (tree) fractal. Note: there is no reference to time - only iteration time; and  no reference to scale of the tree. For new growth branches to be added, the original stem (the truck) must expand. This expansion is exponential.   

For an explanation for why trees grow exponentially we have to look at the mechanics of the fractal as fractals grow exponentially - it is a property of fractals. Trees are a classic fractal, and now we know they too grow exponentially. For a fractal – or a tree – to grow, it must iterate, and with iteration all segments of the fractal must grow – exponentially. The seasonal growth rings of a tree maybe a red hearing: they are a (regular) time keeper, but not an explanation to acceleration.
To have a new growth segment implies an accelerating base growth. Again, fractal growth is separate from annual growth.

The question is: how many iterations do the old trees have? Does the iteration count increase with age?

All will be revealed in my paper, which I expect to submit very soon.


Update: 2014 05 14
I am in the process of publishing, very happy with my paper, looking forward to peer Review.