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<head>1830 Dec 4</head> | <head>1830 Dec 4</head> | ||
<head><gap/></head> | <head><gap/></head> | ||
<head>Rudiments</head> <note>S Mu<gap/></note> | <head>Rudiments</head> <note>S Mu<gap/></note><lb/> | ||
1. Demonstration by <hi rend="underline"><foreign>reductio ad absurdum</foreign></hi> is <add>indicated</add> exhibited given} <note>Mode of <gap/><lb/> | 1. Demonstration by <hi rend="underline"><foreign>reductio ad absurdum</foreign></hi> is <add>indicated</add> exhibited given} <note>Mode of <gap/><lb/> | ||
1. <gap/>. 2. Synthesis<lb/> | 1. <gap/>. 2. Synthesis<lb/> | ||
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instrument, <hi rend="underline">relative</hi></note><lb/> | instrument, <hi rend="underline">relative</hi></note><lb/> | ||
of the inconsistency of <del><gap/></del> the assertion in question with some <unclear>preestablished</unclear>}<lb/> | of the inconsistency of <del><gap/></del> the assertion in question with some <unclear>preestablished</unclear>}<lb/> | ||
Definition, demonstration or manifest and considerable State of things.}<lb/> | |||
<p>2. The <hi rend="underline">Contrivance</hi> or say the Efficient operation by means of which}<lb/> | <p>2. The <hi rend="underline">Contrivance</hi> or say the Efficient operation by means of which}<lb/> | ||
the theorem is <unclear>solved</unclear> , the problem accomplished</p> | the theorem is <unclear>solved</unclear> , the problem accomplished}</p> | ||
<p>3. The <unclear>contrivance</unclear> does it not in every instance embed in<lb/> | <p>3. The <unclear>contrivance</unclear> does it not in every instance embed in}<lb/> | ||
the <unclear>faculty</unclear> of some quantity which being a <unclear>modular</unclear> relate<lb/> | the <unclear>faculty</unclear> of some quantity which being a <unclear>modular</unclear> relate}<lb/> | ||
to <unclear>some</unclear> quantities already give, form the indices of communication<lb/> | to <unclear>some</unclear> quantities already give, form the indices of communication}<lb/> | ||
between them.</p> | between them.}</p> | ||
—<lb/> | —<lb/> | ||
<p> | <p>Mode of description or say designation- 1. Analytic 2. <unclear>Synpative</unclear><lb/> | ||
<unclear>Ireland</unclear> of <hi rend="underline"><gap/></hi> say consideration.<lb/> | <unclear>Ireland</unclear> of <hi rend="underline"><gap/></hi> say consideration. :m<gap/><lb/> | ||
of <hi rend="underline">abstraction</hi> made say consideration had </p> | of <hi rend="underline">abstraction</hi> made say consideration had </p> | ||
<p>I take a solid off a <unclear> | <p>I take a solid off a <unclear>cubical</unclear> figure: natural as a <lb/> | ||
<gap/> of common self; artificial, as to the</p> | <gap/> of common self; artificial, as to the</p> | ||
<p>1. I consider one | <p>1. I consider one - any are of the <add>Six</add> <gap/> surfaces by which<lb/> | ||
it is < | it is <unclear>bounded</unclear>; <add>apart from all the <gap/> other boundaries</add> then obtain the impression and thence <del><gap/></del><lb/> | ||
<add>where <del>after</del> the object <del>has been <gap/> | <add>where <del>after</del> the object <del>has been <gap/> out of my sight</del> is no longer in my sight</add><del><gap/></del> <hi rend="underline"><gap/></hi> of a superfices</p> | ||
<p>2. I apply myself <add>have applied my mind</add>to the consideration of this super<gap/>:<lb/> | <p>2. I apply myself <add>have applied my mind</add>to the consideration of this super<gap/>:<lb/> | ||
I <add> | I <add>now</add> apply myself to the consideration of each of its four <unclear>boundaries</unclear><lb/> | ||
apart from that of the three | apart from that of the three obtain I thus obtain the <del>other</del><lb/> | ||
<hi rend="underline">impression</hi>, and bl<gap/> as above, the <hi rend="underline"><gap/></hi> of a line</p> | <hi rend="underline">impression</hi>, and bl<gap/> as above, the <hi rend="underline"><gap/></hi> of a line</p> | ||
<p>4. Having applied myself to the consideration of the | <p>4. Having applied myself to the consideration of the line, I<lb/> | ||
now apply myself to the <del><gap/></del> consideration of one of<lb/> | now apply myself to the <del><gap/></del> consideration of one of<lb/> | ||
<del>the</del> its two boundaries: I thus obtain | <del>the</del> its two boundaries: I thus obtain the impression, and<lb/> | ||
thence, <add>as above</add> the idea of <del><gap/></del> a point.</p> | thence, <add>as above</add> the idea of <del><gap/></del> a point.</p> | ||
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1830 Dec 4
Rudiments S Mu
1. Demonstration by reductio ad absurdum is indicated exhibited given} Mode of
1. . 2. Synthesis
1
Demonstrate by reductio
ad absurdum which
the Contrivance what
2
The contrivance, what
3
The contrivance
4
instrument, relative
of the inconsistency of the assertion in question with some preestablished}
Definition, demonstration or manifest and considerable State of things.}
2. The Contrivance or say the Efficient operation by means of which}
the theorem is solved , the problem accomplished}
3. The contrivance does it not in every instance embed in}
the faculty of some quantity which being a modular relate}
to some quantities already give, form the indices of communication}
between them.}
—
Mode of description or say designation- 1. Analytic 2. Synpative
Ireland of say consideration. :m
of abstraction made say consideration had
I take a solid off a cubical figure: natural as a
of common self; artificial, as to the
1. I consider one - any are of the Six surfaces by which
it is bounded; apart from all the other boundaries then obtain the impression and thence
where after the object has been out of my sight is no longer in my sight of a superfices
2. I apply myself have applied my mindto the consideration of this super:
I now apply myself to the consideration of each of its four boundaries
apart from that of the three obtain I thus obtain the other
impression, and bl as above, the of a line
4. Having applied myself to the consideration of the line, I
now apply myself to the consideration of one of
the its two boundaries: I thus obtain the impression, and
thence, as above the idea of a point.
What That whole from the above description is manifest and
underneath is that neither from the point, nor the law, nor the
superf or say surface thus real and
to eye to the of my being, known
or evident were they, any one of them present by itself. No
To speak of any one of them as having any report existence,
as to speak in the language of ficti: to speak of the products
of the as if they can real
By Euclid they are thus spoken of point (says he) is the
which has no parts. By this made of considering the subject and
speaking of it he invites in or about the whole field of incorp posology posology: a cloud from
what it emerges
a cloud in which it continues enveloped from the
beginning of his elements to the ends
Identifier: | JB/135/100/001"JB/" can not be assigned to a declared number type with value 135. |
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