More As To Norm-Conditions

More fundamental to the concept as to what are spaces of one universe, when relative to what are spaces of another universe -- that bear a certain tense of corresponding genus -- the one when relative to the other, is to be determined via the appropriate use of Li Algebra. This is more based upon angling, when in terms of comparisons that involve norm-conditions -- and norm-conditions are most practical in the application of comparing things based upon tangency and orphoganation. There is, of course, a certain need for the usage of linearity in the process. -- The proper application of Wilson Lines is to be used here in order to work to determine those subtentions that are needed in order to perceive of the appropriate comparisons of Njenhuis-based norm-conditions. Yet, one is not to belittle the fundamental premise that it is the general norm-conditional bases that works to compare substringular spaces more than the conditional bases that may just be extrapolated by a certain general context of linearity that works to correspond one tense of space when relative to another. Sam Roach.