Historical Introduction to Mathematical Literature

Cover Historical Introduction to Mathematical Literature
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32 (1846), p. 100.
t An algebraic integer is a root of the equation f(x) = o, when all its co- efficients are rational integers and the first coefficient is unity.
206 MATHEMATICAL LITERATURE [vi.
the ratios AM, BM, CM to AB are likewise algebraic numbers, then is the space made up of points M, as is easy to see, everywhere discontinuous ; but in spite of this discontinuity, and despite the existence of gaps in this space, all constructions that occur in Euclid's Elements, can, so far as I can
...see, be just as accurately effected as in a perfectly continuous space ; the discon- tinuity of this space would not be noticed in Euclid's science, would not be felt at all." * 42. Invariants. — In the study of elementary analytic geometry it is desirable to determine the fundamental properties of the curves represented by the general equa- tion of the second degree in two variables, which may be written as follows : ax 2 + bxy + cf + dx + ey + / = o.
By assigning to the various coefficients of this equation different real numerical values, there results a multiply infinite number of different numerical equations, each of which represents a certain locus, real or imaginary.


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