Sum Quotes - page 18
Theoretical knowledge is only a small and by no means the most important part of what passed for knowledge in a society... the primary knowledge about the institutional order is knowledge... is the sum total of ‘what everybody knows' about a social world, an assemblage of maxims, morals, proverbial nuggets of wisdom, values and beliefs, myths, and so forth.
Peter L. Berger
Dialogue in Hell:
probable resources. How are loans made? By the issue of bonds containing an obligation on the part of the government to pay a yearly interest proportionate to the capital which has been depleted. If the loan is at 5 percent, for instance, the state, at the end of twenty years, has paid a sum equal to the capital borrowed; at the end of forty years, a double amount; at the end of sixty years, a triple amount, and yet it always remains debtor for the total of the same capital. The modern states wished to put a necessary.
Will Eisner
Protocols:
these coppers for its own need without additional interest.
So long as loans were internal the Goyim only shuffled their money from the pockets of the poor to those of the rich, but when we brought up the necessary person in order to transfer the loans into the external sphere, all the wealth of States flowed into out cash boxes....
We shall so hedge about our system of accounting that neither the ruler nor the most insignificant public servant will be in a position to divery even the smallest sum from its destination without detection or to direct it in another direction except that which will be once fixed in a definite plan of action.
Will Eisner
Protocols: What also indeed is, in substance, a loan, especially a foreign loan? A loan is an issue of government bills of exchange containing a percentage obligation commensurate to the sum of the loan capital. If the loan bears a charge of 5 percent, then in twenty years the State vainly pays away in interest a sum equal to the loan borrowed, in forty years it is paying a double sum, in sixty treble and all the while the debt remains an unpaid debt.
from this calculation it is obvious that with any form of taxation per head the State is bailing out the last coppers of the poor taxpayers in order to settle accounts...; instead of collecting
Graves: These two books were written 40 years apart from each other...why is the same interest rate employed by the "Protocols?”.
Will Eisner
Protocols:
supplementary budget, and all this ends up in accordance with the sum of the total addition, the annual departure from the normal reaches up as much as 50 percent in a year, and so the annual budget is trebled in ten years....
Every kind of loan proves infirmity in the State and a want of understanding of the rights of the State. Loans hang like a sword of Damocles over the heads of rulers, who, instead of taking from their subects by a temporary tax, come begging with outstretched palm of our bankers...the Goy states go on in persisting in putting more on to themselves to that they must inevitably perish, drained by voluntary blood-letting.
Graves: Their interest calculations are the same to support the financial dangers of loans!
Will Eisner
Dialogue in Hell:
limitation to the increase of taxes. So they conceived a scheme truly admirable for its simplicity.... A special fund was created, the capitalized resources of which are meant to be a permanent redemption of the public debt by successive fractions; so that every time the state borrows, it must endow the sinking fund with a certain capital for the purpose of liquidating the new debt at a given time....
Our system of accounting, fruit of long experience, is distinguished by the clarity and the certitude of its procedures. It obstructs abuses and gives to no one, from the smallest official to the chief of state himself, the means of diverting the least sum from its original purpose, or of making irregular use of it.
Will Eisner
By this I refer to the fact that at the same time several people may each possess some portion of the rights to use the land. A may possess the right to grow wheat on it. B may possess the right to walk across it. C may possess the right to dump ashes and smoke on it. D may possess the right to fly an airplane over it. E may have the right to subject it to vibrations consequent to the use of some neighboring equipment. And each of these rights may be transferable. In sum, private property rights to various partitioned uses of land are "owned" by different persons.
Armen Alchian
# General system theory in the narrower sense (G. S. T.), trying to derive from a general definition of "system” as complex of interacting components, concepts characteristic of organized wholes such as interaction, sum, mechanization, centralization, competition, finality, etc., and to apply them to concrete phenomena.
While systems theory in the broad sense has the character of a basic science, it has its correlate in applied science, sometimes subsumed under the general name of Systems Science.
Ludwig von Bertalanffy
As I was reading the extract from your paper in the geometric sum and difference... I was struck by the marvelous similarity between your results and those discoveries which I made even as early as 1832...
I conceived the first idea of the geometric sum and difference of two or more lines and also of the geometric product of two or three lines in that year (1832). This idea is in all ways identical to that presented in your paper. But since I was for a long time occupied with entirely different pursuits, I could not develop this idea. It was only in 1839 that I was led back to that idea and pursued this geometrical analysis up to the point where it ought to be applicable to all mechanics. It was possible for me to apply this method of analysis to the theory of tides, and in this I was astounded by the simplicity of the calculations resulting from this method.
Hermann Grassmann
While I was pursuing the concept of geometrical product, as this idea was established by my father... I concluded that not only rectangles, but also parallelograms, may be viewed as products of two adjacent sides, provided that the sides are viewed not merely as lengths, but rather as directed magnitudes. When I joined this concept of geometrical product with the previously established idea of geometrical sum the most striking harmony resulted. Thus when I multiplied the sum of two vectors by a third coplaner vector, the result coincided (and must always coincide) with the result obtained by multiplying separately each of the two original vectors by the third... and adding together (with due attention to positive and negative values) the two products. [Thus A(B + C) = AB + AC. ]
From this harmony I came to see a whole new area of analysis was opening up which could lead to important results.
Hermann Grassmann
