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The Magic Mountain

Mann, Thomas. The magic mountain. Harmondsworth Penguin, 1960. [Pg.682]

Weigand, H.J. The Magic Mountain. Chapel Hill (NC) Univ of North Carolina P, 1965. [Pg.683]

Figure 1. Stability borders for the system Hamiltonian at fixed u = 0.001 and m - 0.4. The lower curve is the usual chaos border eo l/50o>y3 = (mo/u>o)1,1,4/50(a>m 3) / 2. For small wo this border approaches the usual static border eo 0.13. The magic mountain of stability is delimited from below by the stabilization border eo 12u)o/mo and from above by the destabilization border eo = (16f,/x)(u>o/mo)2 with L = ln[v/2eo/(ex)/(< >omo)]. The dashed lines eo = (em/ai)(uo/mo) are drawn at constant e (a) e = 0.0025 (6) e = 0.05 (c) e = 1. The border (3) below which the Kepler map description is valid is given, in the present case, with fixed m and u, by the line eo = 0.2(u>o/mo) (not drawn in the figure). The present picture is drawn at fixed oi and m. If instead we keep no fixed, then the system will always be stable in the region to the right of the dotted vertical line given by u>o">o = 3. Figure 1. Stability borders for the system Hamiltonian at fixed u = 0.001 and m - 0.4. The lower curve is the usual chaos border eo l/50o>y3 = (mo/u>o)1,1,4/50(a>m 3) / 2. For small wo this border approaches the usual static border eo 0.13. The magic mountain of stability is delimited from below by the stabilization border eo 12u)o/mo and from above by the destabilization border eo = (16f,/x)(u>o/mo)2 with L = ln[v/2eo/(ex)/(< >omo)]. The dashed lines eo = (em/ai)(uo/mo) are drawn at constant e (a) e = 0.0025 (6) e = 0.05 (c) e = 1. The border (3) below which the Kepler map description is valid is given, in the present case, with fixed m and u, by the line eo = 0.2(u>o/mo) (not drawn in the figure). The present picture is drawn at fixed oi and m. If instead we keep no fixed, then the system will always be stable in the region to the right of the dotted vertical line given by u>o">o = 3.
Tliis passage is in French in both the German original and English translation of Mann s The Magic Mountain (see, References). [Pg.25]

Returning to the snowflakes, an eloquent description of their beauty and symmetry is given by Thomas Mann in The Magic Mountain [18] ... [Pg.44]

This book summarizes current knowledge of the molecular basis of our interaction with plant defensive components that represents a major aspect of our dance with nature. However, knowledge must be used responsibly and has intrinsic dangers as illustrated in the ancient Greek myth of Pandora s box and as more recently explored in The Magic Mountain by Thomas Mann. Herbal medicine still represents a major therapeutic resort for a large part of humanity but the potential for deleterious effects of plant bioactive compounds means that expert medical advice should be sought before use of herbal extracts for medical conditions. [Pg.601]

Mann, Thomas. The Magic Mountain. Translated by H.T. Lowe-Poeter. [Pg.496]

This can be worded in a shorter version as well The dose makes the poison. Thomas Maim, German writer in the twentieth centuiy had his own take on this in his novel The Magic Mountain Der Zauberberg) ... [Pg.275]

T. Mann (1927) The magic mountain (translated by H. T. Lowe-Porter). Seeker and Warburg. [Pg.321]

Chesney, R. W. 2010. Vitamin D and the Magic Mountain The anti-infectious role of the vitamin. JPediatr 156 698-703. [Pg.102]

Thomas Mann, The making of The Magic Mountain , in The Magic Mountain, trans. H. T. Lowe-Porter (New York, 1955), p. 725. Subsequent quotations from this edition are included in the text. [Pg.92]

Hermann J. Weigand, The Magic Mountain a Study of Thomas Mann s Novel Der Zauberberg (Chapel Hill, 1964), pp. 14-15. [Pg.92]

Dowden, Stephen R, A Companion to Thomas Mann s The Magic Mountain (Columbia, SC, 1999)... [Pg.92]

See other pages where The Magic Mountain is mentioned: [Pg.45]    [Pg.309]    [Pg.25]    [Pg.91]    [Pg.91]    [Pg.92]    [Pg.55]    [Pg.131]    [Pg.21]    [Pg.91]    [Pg.256]    [Pg.267]    [Pg.242]    [Pg.428]    [Pg.43]    [Pg.282]    [Pg.4]    [Pg.5]    [Pg.77]    [Pg.78]    [Pg.78]    [Pg.79]    [Pg.79]    [Pg.80]    [Pg.82]    [Pg.84]    [Pg.84]    [Pg.85]    [Pg.86]    [Pg.87]    [Pg.88]    [Pg.89]    [Pg.89]    [Pg.90]    [Pg.91]    [Pg.91]   
See also in sourсe #XX -- [ Pg.256 , Pg.267 , Pg.275 ]



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