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'Black Box Code'
Posted:
Oct 12, 2009 2:14 PM


class 0.2, Let 4«cCA> *???*"Al be called the superposition ofclass «? If »^% and all 4«~ ?superpositions of a classless than ??», moreover, the maximum of the classes of thesuperpositions A,,J»»*,..... ....... ..$, is equal to n?ISuperposition the class of which is not less than 1is called superposition of elementary, objects of *S . The.mass of superpositions of the objects is designated by"*:'; Examples of the superposition of class 1 are, for the pro+ ?"'per selection of the masses ,;*«ìkì4#£«{£*>:An example of
the smallest number of the signs + and ?, by {means} of which it is possible to express all the numbers from 1 to m. In order to obtain from theorem 2 the evaluation of L(m), we assume that /«l, Pa«*. *»«2, &¡^0, if 1^2. In this case, it is possible to find a more accurate value off,, namely c,«4. Here, j> <«)!, ?(*}«* t. The inequality(20) takes the for ia of» leg, 8 < logs m,VJe ??Mathematical Congress 2, 149.5. Povarov G, M. Synthesis of endlichen und unendlichen Graphen,Leipzig, 1936. ?Received by Editor
In:atmiacnisimollisposu:out In: Translations abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ i n a t m: i a c n i s i n a t m:o l l i s p o s u e r e vwxyzABCDEFGHIJKLMNOP r a e s e n t v e n e n a n n t i s e r a t n e c v u l p u t a t e m o l e st i e e l i t f e l i s d i c tu m l e o no n f a u c i b u s r i s u s e r a t in: of r :: out of P: ra :: out of s: :: out of n: tv :: out of n: :: out of n: atis :: out of r: at n: :: out of 0
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0</PB></P> </DIV1> </BODY> </TEXT> </TEI.2> </MOA> (@)Copyright. 2009. M. Michael Musatov. All Rights Reserved. grati



