THEOwalls

file theo.walls 10:50 am Oct 23, 1994/7:18 am July 19, 1992

An Epistemological continuum can be set up for many if not all epistemological systems.

Within these epistemological systems, walls or blockers can be constructed to limited the range of the continuum. This allows for a simpler system, But it also can limit the system to a region that does not contain the solution that is needed. A wall is a theocept that by some concept or process or anything that a theocept can do limits the regions that the theocept that represents the continuum covers. There can be many different types of walls or theocept continuum limiters. they can be concept based so that they can be as complicated as a theocept themselves. One of the simplest wall would be a numerical limits on one dimension so that beyond a certain point they solution is not going to be look at as being in this region. But we can also restrict to more than one dimension in more than one region. There can be restriction patterns that are very complicated. Why would we want to restrict a theocept? We may know that is certain regions there is no solution or purpose for his information or processing so that we restrict the areas for faster processing. There may also be regions that are so complex that we can not deal with them at this point. We can restrict certain types of knowledge or processing for any number of reasons. One way of producing a theocept is by producing a continuum that is well defined and then restricting parts of it in order to produce other theocepts. Any concept that we can think of can become a wall for a walled theocept. We can also take a walled theocept and remove the information etc that are within the walls we now have another type of theocept. that is not a walled theocept. Why would we want to do this. Continuums can be relatively easy to construct and deleting information or areas of this theocept can be easy. So the process of producing a continuum theocept and then reducing it can be easier than other methods of setting up a theocept. Continuums are simplifying agents within a theocept so when one will work we should use it. There are all sort of epistemological continuums. What properties do there continuums need in common? One concept is that there is change from one point in the continuum to the next in some pattern that we are able to produce. There are simple patterns and then there are infinitely complex patterns for continuums. A simple continuum is the dimensional continuum of analytic geometry. In this continuum we have an increasing number if we go one way and a decreasing number if we go the other way. Each point has a number attached to it. We can thus define a space and the properties of matter in relation to each other. There are many other types of continuums with numbers. We can define gravitational fields where there is another number attached to each point on the continuum and a direction so that there is an overlapping set of numbers. These numbers change from one point to the next but we can have any pattern overlay. That represents the patterns of gravity. Then we have the path or overlay of change that occur to the gravity over time. This has the property of being dimensional also. this means that at each point there is the direction of the summation of the gravitational forces and its strength over time because we have two numbers we have also two more dimensions of numbers over time. Where a theocept can handle the whole universe it can restrict the gravitational field to around the solar system and can restrict the field to a period of time relevant to man travel in a space ship to the moon.