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''This Page Has Not Been Transcribed Yet''
<p>1831 May 11 15</p>
 
<head>Posology</head>
 
<note>Introduction<lb/>
1. Alegomorphics<lb/>
I. Nomenclature amended<lb/>
<hi rend="underline">Operations</hi> via Rule</note>
 
<p>1 2</p>
 
<p><del><gap/></del> &#9758; Next after this &#x2014; Elucidation continued &#x2014;<lb/>
Definition and other exposition added and substituted</p>
 
<p>Ch. or &sect;. Elucidation continued &#x2014; Nomenclature amended <!-- Double cross symbol --></p>
 
<p>Ch. or &sect; Nomenclature <del>meliorated</del> <add>amended</add></p>
 
<p><!-- The following paragraph and marginal text have been deleted. --> In <gap/><gap/><gap/><gap/><lb/>
Correspondence <gap/><gap/><gap/><gap/> conception <gap/><lb/>
<gap/> aptitude of nomenclature <gap/><gap/><gap/><gap/>. In his <note><gap/><gap/> subject <gap/><gap/><lb/>
may, in his own mind<lb/>
whatsoever <del><gap/></del> new idea<lb/>
a man <del><gap/></del> presents itself<lb/>
at any given moment:<lb/>
he can neither transmit<lb/>
it to any other mind,<lb/>
nor so much as be sure<lb/>
of retaining it in his own<lb/>
mind <del><gap/></del> unaltered during<lb/>
any considerable<lb/>
length of time, without<lb/>
some correspondently new<lb/>
appellation, by which it<lb/>
may be, as it were <hi rend="underline">anchored</hi><lb/>
in that <hi rend="underline">sea</hi> <add>ocean</add>:<lb/>
without a correspondently<lb/>
new <hi rend="underline">sign</hi>, no retention<lb/>
of any new <hi rend="underline">thing signified</hi></note></p>
 
<note>So long as the <gap/><lb/>
of <hi rend="underline">appellations</hi> or say,<lb/>
<hi rend="underline">names</hi>, or <hi rend="underline">denominations</hi><lb/>
belonging to the <gap/> of the<lb/>
art <gap/><gap/><gap/><gap/><lb/>
or in a confirmed shape,<lb/>
so long will the correspondent<lb/>
<hi rend="underline">ideas</hi>, belonging to<lb/>
it be in a correspondently<lb/>
confused state</note>
 
<note>H<gap/><gap/><gap/><gap/><lb/>
<gap/><gap/><gap/><gap/><lb/>
irresistible <gap/><lb/>
for the matter of which<lb/>
the <gap/><gap/><gap/><lb/>
<gap/><gap/><gap/><gap/></note>
 
<p>1 To <add>the word</add> <hi rend="underline">rule</hi> <del><gap/></del> as <add>when</add> applied to arithmetic, substitute<lb/>
the word operation. <!-- Paragraph mark --> 2 For the four rules of arithmetic,<lb/>
meaning addition, multiplication, <sic>substraction</sic>, dividing, say<lb/>
the four primary operations, or arithmetic, or say <del>oper</del><lb/>
arithmetical operations of the first order</p>
 
<p>Subject matter of <unclear>these</unclear> several operations, the number<lb/>
in the order of the <add>in which they stand</add> Numeration Table: each <del><gap/></del> number being<lb/>
greater by one than that by which it is immediately preceded<lb/>
and less <del>than</del> by one than that by which it is immediately<lb/>
succeeded. So is it with the numbers expressed in words<lb/>
at length; so is it with the <add>correspondent</add> figures <del>by</del> <add>in</add> which these same<lb/>
words at length have their respective <hi rend="underline">equivalents</hi>.</p>
 
<p>Of the several subsequent operations of arithmetic<lb/>
the series of numbers <del><gap/></del> of which the Numeration<lb/>
Table is constituted form, as it were, the <hi rend="underline">basis</hi>. It<lb/>
is the universal standard or say object of reference.<lb/>
To it <del><gap/></del> these <add>same</add> operations or all of them make reference:<lb/>
reference express or implied</p>
 
<p>All the numbers which have place in this series<lb/>
are considered as <hi rend="underline">known</hi>: are spoken of as <hi rend="underline">known</hi><lb/>
They require not any <hi rend="underline">explanation</hi>: they admit not of<lb/>
any explanation: to render them more thoroughly known<lb/>
they require not any <del>translation</del> <del>to translate them into</del> <add>by being translated into<</add>lb/>
any other denominations these <gap/> of being rendered<lb/>
more completely and <add>or</add> promptly <del><gap/></del> known and understood<lb/>
than they are of themselves they are would only be<lb/>
rendered less so.</p>
<!-- Horizontal line -->
 
<p>A curious circumstance is &#x2014; that this <hi rend="underline">series</hi> &#x2014; <hi rend="underline">finite</hi><lb/>
as it is at <hi rend="underline">one</hi> end, is at the other infinite: <add>all his life long</add> any man might<lb/>
go on making addition to it by denominations invented for the purpose<lb/>
<add>and</add><lb/>
<note>and <del><gap/> <gap/></del> <add>by</add> the last addition<lb/>
made to it, the<lb/>
series would not be<lb/>
brought nearer to an end<lb/>
than it was at the first.</note></p>
 





Revision as of 09:31, 14 July 2019

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1831 May 11 15

Posology

Introduction
1. Alegomorphics
I. Nomenclature amended
Operations via Rule

1 2

☞ Next after this — Elucidation continued —
Definition and other exposition added and substituted

Ch. or §. Elucidation continued — Nomenclature amended

Ch. or § Nomenclature meliorated amended

In
Correspondence conception
aptitude of nomenclature . In his subject
may, in his own mind
whatsoever new idea
a man presents itself
at any given moment:
he can neither transmit
it to any other mind,
nor so much as be sure
of retaining it in his own
mind unaltered during
any considerable
length of time, without
some correspondently new
appellation, by which it
may be, as it were anchored
in that sea ocean:
without a correspondently
new sign, no retention
of any new thing signified

So long as the
of appellations or say,
names, or denominations
belonging to the of the
art
or in a confirmed shape,
so long will the correspondent
ideas, belonging to
it be in a correspondently
confused state

H

irresistible
for the matter of which
the

1 To the word rule as when applied to arithmetic, substitute
the word operation. 2 For the four rules of arithmetic,
meaning addition, multiplication, substraction, dividing, say
the four primary operations, or arithmetic, or say oper
arithmetical operations of the first order

Subject matter of these several operations, the number
in the order of the in which they stand Numeration Table: each number being
greater by one than that by which it is immediately preceded
and less than by one than that by which it is immediately
succeeded. So is it with the numbers expressed in words
at length; so is it with the correspondent figures by in which these same
words at length have their respective equivalents.

Of the several subsequent operations of arithmetic
the series of numbers of which the Numeration
Table is constituted form, as it were, the basis. It
is the universal standard or say object of reference.
To it these same operations or all of them make reference:
reference express or implied

All the numbers which have place in this series
are considered as known: are spoken of as known
They require not any explanation: they admit not of
any explanation: to render them more thoroughly known
they require not any translation to translate them into by being translated into<lb/> any other denominations these of being rendered
more completely and or promptly known and understood
than they are of themselves they are would only be
rendered less so.

A curious circumstance is — that this seriesfinite
as it is at one end, is at the other infinite: all his life long any man might
go on making addition to it by denominations invented for the purpose
and
and by the last addition
made to it, the
series would not be
brought nearer to an end
than it was at the first.




Identifier: | JB/135/142/001"JB/" can not be assigned to a declared number type with value 135.

Date_1

1831-05-11

Marginal Summary Numbering

Box

135

Main Headings

posology

Folio number

142

Info in main headings field

posology

Image

001

Titles

[[titles::elucidation continued - nomenclature […?] amended]]

Category

text sheet

Number of Pages

1

Recto/Verso

recto

Page Numbering

c1 / d15 / e2

Penner

jeremy bentham

Watermarks

Marginals

Paper Producer

Corrections

Paper Produced in Year

Notes public

ID Number

46260

Box Contents

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