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<head>1831 May 11 M 20<lb/> | |||
Posology</head> | |||
<note>ult<hi rend="superscript">o</hi><lb/> | |||
Introdiction<lb/> | |||
1. Alegomorphics<lb/> | |||
Mutual relation</note> | |||
<p>2 2</p> | |||
<p>Off now is fled the veil of mystery!<lb/> | |||
Put now together the two means of diffusion<lb/> | |||
namely abbreviation and indication of equivalence<lb/> | |||
— short-hand and synonymous terms enlarged.</p> | |||
<note>3<lb/> | |||
Means of indication of<lb/> | |||
relations, indication of<lb/> | |||
equivalences</note> | |||
<p>By what means, is the relation of an unknown to one<lb/> | |||
correspondent know quantity indicated and brought to view?<lb/> | |||
Answer. By means of the indication of the <hi rend="underline">equivalence</hi> which<lb/> | |||
has place between that same unknown quantity and that same<lb/> | |||
known quantity.</p> | |||
<note>6<lb/> | |||
Means of indicating<lb/> | |||
equivalences aptly<lb/> | |||
and <unclear>consistently</unclear>,<lb/> | |||
<hi rend="underline">abbreviation</hi>: or say<lb/> | |||
<hi rend="underline">compression</hi> or <hi rend="underline">condensation</hi>.</note> | |||
<p>By what means is <add>has</add> the equivalence which, as above, have<lb/> | |||
place between those same two quantities made indicated? <del>by</del> or say<lb/> | |||
What are the <hi rend="underline">operations</hi> by <add>the means of</add> which that same indication has been<lb/> | |||
made of it. Answer. By <hi rend="underline">abbreviation</hi>. Of the species of operations<lb/> | |||
<sic>stiled</sic> abbreviation a series is <sic>shewn</sic>, it has been seen <add>it will be seen</add> been performed<lb/> | |||
— a series is <sic>shewn</sic> setting out from the stock of known<lb/> | |||
quantities which have place in the Numeration Table, and presenting<lb/> | |||
<add>names of</add> quantities <add>denominations</add> the names of quantities less and less known<lb/> | |||
the further they recede from it and <add>by</add> advance above it, and<lb/> | |||
(exceptions excepted) at <add>and by</add> each step in the gradation, <add>the matter is raised to</add> an additional<lb/> | |||
degree in the scale of <hi rend="underline">abbreviation</hi>: <add>or say</add> an additional degree<lb/> | |||
of <hi rend="underline">compression</hi> or say <hi rend="underline">condensation</hi> is effected.</p> | |||
<note>7<lb/> | |||
Short hand writing is<lb/> | |||
abbreviation, compression<lb/> | |||
condensation without <gap/><lb/> | |||
regular <gap/> of relation<lb/> | |||
between the elements: another<lb/> | |||
<gap/> <gap/> <gap/></note> | |||
<p>Synonymous <add>Synonymous</add> terms brought within the compass of the <gap/><lb/> | |||
by a species of <hi rend="underline">short-hand</hi>: and by this means, quantities<lb/> | |||
that are unknown made known. This is what Arithmetic<lb/> | |||
Algebra with their <foreign>et cæteras</foreign> are composed of. Here<lb/> | |||
<del>we have</del> may be seen — here we have — one half of the <gap/><lb/> | |||
whole — mathematics — <sic>unmixt</sic> mathematics. <del>This is</del><lb/> | |||
No exaggeration here: nothing but what is true: Synonyms<lb/> | |||
expressed by short-hand! what can be more <unclear>functions</unclear>?<lb/> | |||
What can be less repuolsive. The Iliad in a nutshell.<lb/> | |||
So says an <sic>antient</sic> proverb. Here in less than a nutshell<lb/> | |||
may be seen more than an Iliad.</p> | |||
<note>8.<lb/> | |||
Of short hand, the application<lb/> | |||
were the whole of<lb/> | |||
the language: arithmetic<lb/> | |||
algebra, &c <unclear>mean then</unclear><lb/> | |||
what concerns <hi rend="underline">quantity</hi></note> | |||
<!-- Horizontal line --> | |||
<p>☞ M M 11 May 1831. Abbreviation of <hi rend="underline">space</hi> has for its use<lb/> | |||
abbreviation of <hi rend="underline">time</hi>. See B<gap/> Table. Some uses of the Square<lb/> | |||
roots. Sometimes time is shortened by <gap/> the number of<lb/> | |||
equi<gap/> <del><gap/></del> sentence by <sic>encreasing</sic> it <gap/> quantity of<lb/> | |||
ends — <gap/> <gap/> <hi rend="underline"><gap/></hi> <gap/> language: in <gap/> and <gap/> & <note>the <hi rend="underline">abbreviated</hi> language<lb/> | |||
Analogy between alegomorphic<lb/> | |||
abbreviation and short hand</note></p> | |||
1831 May 11 M 20
Posology
ulto
Introdiction
1. Alegomorphics
Mutual relation
2 2
Off now is fled the veil of mystery!
Put now together the two means of diffusion
namely abbreviation and indication of equivalence
— short-hand and synonymous terms enlarged.
3
Means of indication of
relations, indication of
equivalences
By what means, is the relation of an unknown to one
correspondent know quantity indicated and brought to view?
Answer. By means of the indication of the equivalence which
has place between that same unknown quantity and that same
known quantity.
6
Means of indicating
equivalences aptly
and consistently,
abbreviation: or say
compression or condensation.
By what means is has the equivalence which, as above, have
place between those same two quantities made indicated? by or say
What are the operations by the means of which that same indication has been
made of it. Answer. By abbreviation. Of the species of operations
stiled abbreviation a series is shewn, it has been seen it will be seen been performed
— a series is shewn setting out from the stock of known
quantities which have place in the Numeration Table, and presenting
names of quantities denominations the names of quantities less and less known
the further they recede from it and by advance above it, and
(exceptions excepted) at and by each step in the gradation, the matter is raised to an additional
degree in the scale of abbreviation: or say an additional degree
of compression or say condensation is effected.
7
Short hand writing is
abbreviation, compression
condensation without
regular of relation
between the elements: another
Synonymous Synonymous terms brought within the compass of the
by a species of short-hand: and by this means, quantities
that are unknown made known. This is what Arithmetic
Algebra with their et cæteras are composed of. Here
we have may be seen — here we have — one half of the
whole — mathematics — unmixt mathematics. This is
No exaggeration here: nothing but what is true: Synonyms
expressed by short-hand! what can be more functions?
What can be less repuolsive. The Iliad in a nutshell.
So says an antient proverb. Here in less than a nutshell
may be seen more than an Iliad.
8.
Of short hand, the application
were the whole of
the language: arithmetic
algebra, &c mean then
what concerns quantity
☞ M M 11 May 1831. Abbreviation of space has for its use
abbreviation of time. See B Table. Some uses of the Square
roots. Sometimes time is shortened by the number of
equi sentence by encreasing it quantity of
ends — language: in and & the abbreviated language
Analogy between alegomorphic
abbreviation and short hand
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Identifier: | JB/135/335/001"JB/" can not be assigned to a declared number type with value 135. |
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1831-05-11 |
5-8 |
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135 |
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335 |
posology |
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text sheet |
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recto |
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jeremy bentham |
street & co 1830 |
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antonio alcala galiano |
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1830 |
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46453 |
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