## Saturday, January 21, 2006

### Drawing a Venn diagram: Entanglement Issues

Plectics, by Murray Gellman
It is appropriate that plectics refers to entanglement or the lack thereof, since entanglement is a key feature of the way complexity arises out of simplicity, making our subject worth studying.

The person above was kind enough to send information held in context of picture link for consideration, to help out with comprehension. I mean certain things hold us to consequences, that while I might have been thinking of Einsteins example of a pretty girl and a hot stove, this thinking did not pass my attention when one held the photon to certain enviromental influences as we gave these things thought processes. I context of "gravity as the square," is appropriate I think, about what combinations are realistic.

At the very heading of this post there is a link directly attached for consideration in context of all these possibilties. Some things come to mind in terms of Feynman's toy models, as strict interactive phase that we would like to keep track of. So what one might have done to say, hey, if we are given a possibility of scenarios about Entanglement issues, how shall we solve these interactive phases, as we try to build a multiphase integrative model held in context that perfect human being.

Entanglement applies to two or more particles even if one of them is used as input to the two slit experiment, it is not applicable to single particle experiments.

YOu know it is not that simple, but there are always grand designs on what we think something is nifty in society, as we progress our models of the future. As to how we will create the perfect models for apprehension about our universe, and how we interact with it.

Pictorial represenations can be very useful in presenting information or assisting reasoning. Venn diagram is an example. Venn diagrams are used to represent classes of objects, and they can also assist us in reasoning about the relations between these classes. They are named after the English mathematician John Venn (1834 - 1923), who was a fellow at Cambridge University.

While it is true that I am being fascinated by mathematical processes, and how they are used in our visionary quest for understanding, one would have to be a computer to remember all the interactive phases that could have manifested from a situation held in context of a "societal problem." One we might have encountered in our lifetimes.

It's statistical outcome that held to such micromanagement processes, would have been lost on all our minds, if we did not think some science process could have been touted with all these combinations.

Each time I am presented with this thinking, the elementals of the model for apprehension, it always seemed easier to me to just have a look and see what "buddhist principles" are telling us about how we have a hold of our world in all it's realisms. The choices we make, and how we are to conduct ourselves "becoming." Einstein used that term well I think.

So why such association and "combinations", that we have move the thinking here to what was gained in our emotive and abstract thinkings, as productive human beings? To see what a new foundational logic is being developed around our lives. Did we did not readily see the significance of the technologies involved. One had to dig a little deeper I think.

So here is a preview of what entanglement issue has been shown to help orientate views on this issue. Some diagram perhaps, to show the developing scenarios around such entanglement issues?

Quite early these indications about the possibilties of entangled states, raised all kinds of questions in my mind. Thinking of Hooft and others, about the issues of classical quantum processes, over top of these wide and incomprehensible statistical possibilties, seems held under the auspice of our reality model. That "square", given earthbound recognizitons, happily according to the basic pricniples, have so far held our views in gravitational model assumptions. IN essence, we have boxed the views on entanglement. As we have boxed Andrey Kravstov computerized model of the orignations of this universe in a supersymmetrical view of origination. What could have arisen from such situations. Probable outcomes?

Whether such a "quantum computer" can realistically be built with a value of L that is large enough to be of practical use is a topic of much debate. However, the mere possibility has led to an explosive renaissance of interest in the host of curious and classically counterintuitive properties associated with entangled states. Other phenomena that rely on nonlocal entanglement, such as quantum teleportation and various forms of quantum cryptography, have also been demonstrated in the laboratory