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 Title: First Lecture (First Scientific LectureCourse)
Matching lines:
 actually reaches Nature. The first is common or garden Arithmetic. In
 studying Nature nowadays we do a lot of arithmetic — counting
 and calculating. Arithmetic — we must be clear on this —
 arithmetic, we receive something which, to begin with, has no
 conclusions about the outer processes to which our arithmetic is then
 In Arithmetic, in Geometry and in Phoronomy or Kinematics we have the
 is concerned with the way forces work in space and time. Arithmetic,
 scientists proceed. Equipped with arithmetic, geometry and
 truths of arithmetic, geometry and kinematics, — these we
 Title: Second Lecture (First Scientific LectureCourse)
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 kinematical, geometrical and arithmetical truths, — truths we
 contains, as by arithmetic, geometry and kinematics I get a clear
 Title: Third Lecture (First Scientific LectureCourse)
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 character. They will restrict their thoughts to what is arithmetical,
 Title: Fourth Lecture (First Scientific LectureCourse)
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 all the arithmetic. You see from this example: our fundamental way of
 Title: Seventh Lecture (First Scientific LectureCourse)
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 which was then worked out more arithmetically. Mayer himself
 Title: Eighth Lecture (First Scientific LectureCourse)
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 arithmetical (able to be numbered and calculated), nor can they be
 spatial and temporal, kinematical and arithmetical forms, in place
 Title: Ninth Lecture (First Scientific LectureCourse)
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 mass, we are in fact going beyond mere arithmetic —
 Title: Tenth Lecture (First Scientific LectureCourse)
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 of arithmetic and geometry — by the arrangement of lines,
 arithmetical thinking. Geometry, you know, was a very ancient
 origin of all our phoronomical — arithmetical, geometrical
 outer world the ideas of “scientific” arithmetic and
 arithmetical and kinematical ideas. The former we derive from our
 the geometrical, the arithmetical ideas — rise up from the
 “geometrical” henceforth to represent the arithmetical
 phenomena of warmth) — by means of geometrical, arithmetical
 akin to the realm of human Will, in which geometry and arithmetic
 originate. For this, our arithmetical, algebraical and geometrical
 Plainsailing arithmetical and geometrical methods proving
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