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Searching Rudolf Steiner Lectures by GA number (GA0323)

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Here are the matching lines in their respective documents. Select one of the highlighted words in the matching lines below to jump to that point in the document.

  • Title: Astronomy Course: Lecture IV
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    • incommensurable quantities, numbers with decimals to an
    • infinite number of places. Thus we must say: If we compare
    • incommensurable numbers. Modern Astronomy is clear on this.
    • our thoughts about the planetary system upon numbers which in
    • process itself we arrive at incommensurable numbers.
    • We have to let the number stand, — we come to a stop.
    • incommensurable number I reach the point where I must say: I
    • chose! Admittedly with incommensurable numbers [you] cannot do
    • idea as to what numbers may yet be coming. It is important
    • incommensurable numbers; the whole thing slips into
    • the incommensurable numbers. In Astronomy on the one hand, we
    • arithmetic we reach the incommensurable numbers, — that
    • represented by a number that can be shown in its complete
    • incommensurable number. Now let us ask: How do geometrical
    • incommensurable number? Do we not in our study of the
    • leave the region of commensurable numbers, it may well be
    • are dealing, not indeed with incommensurable number
    • the realm of real numbers: But it is merely an inductive law
    • arithmetic of real numbers.
    • real numbers.
    • Maximum number of matches per file exceeded.
  • Title: Astronomy Course: Lecture VI
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    • number of processes are comprised in these 25,920 years,
    • numbers, if the numbers are the same the rhythms too are the
    • same. You know that the number of breaths man takes —
    • the minute. Reckon out the number of breaths in a 24-hour day
    • and you get the same number as before — 25,920. Man
    • relations between numbers than these that find expression in
    • as they do to incommensurable numbers, impel us of their own
  • Title: Astronomy Course: Lecture VII
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    • let this be the animal form. If after going into an untold number
  • Title: Astronomy Course: Lecture VIII
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    • planets are incommensurable numbers, — incommensurable
    • time and it is possible to compare the number. Since the
    • number of comets are recorded than otherwise. Even empirical
  • Title: Astronomy Course: Lecture IX
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    • another and always equal to a constant number. This curve is,
  • Title: Astronomy Course: Lecture X
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    • infinite number of possibilities. I can-pass over quite
  • Title: Astronomy Course: Lecture XII
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    • gained some conception: Here are a number of cosmic bodies in
  • Title: Astronomy Course: Lecture XIII
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    • we must put down a number, representing his daily movement
  • Title: Astronomy Course: Lecture XV
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    • of our system we come to incommensurable numbers. Arithmetic
    • where incommensurable numbers enter in there is no palpable
  • Title: Astronomy Course: Lecture XVIII
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    • of the relation of positive and negative real numbers to
    • imaginary numbers (I will not go into this question now),
    • some interpretation of the so-called imaginary numbers must
    • behavior towards a number of reagents. Even in the spectrum

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