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will be found to be the great assistants to <del><gap/></del> conception<lb/> | will be found to be the great assistants to <del><gap/></del> conception<lb/> | ||
and places to <gap/> in every branch of act and sentence.<add>[+]</add></p> | and places to <gap/> in every branch of act and sentence.<add>[+]</add></p> | ||
<p>3. Arithmetic by numerical figure is an abbreviation of <gap/> into <lb/> | |||
by words in light</p> | |||
<p><note>2.<add><del>[+]</del></add> By <del>synomical</del><lb/> | |||
synomy makes or<lb/> | |||
says assignment of<lb/> | |||
synomily as between<lb/> | |||
word and word, equivalence<lb/> | |||
as brought to<lb/> | |||
view in the case in<lb/> | |||
which the subject matters <lb/> | |||
are in each point at<lb/> | |||
right word.</note></p> | |||
<p>4. Arithmetic by <gap/> and other signs commonly called<lb/> | |||
algebra as an abbreviation of arithmetic by figures</p> | |||
<p>5. Unknown <gap/> are found by the equivalence of expressing <lb/> | |||
in what the have and are mixt with expression in<lb/> | |||
what <gap/> but have qualities are employed, <del>and th<gap/></del> in<lb/> | |||
those same qualities <del>into</del> known qualities being expressed by <gap/><lb/> | |||
figure</p> | |||
<p>6. The Addition Table is an <del><gap/></del> assembly in any collection<lb/> | |||
of equivalences.</p> | |||
<note>—<lb/> | |||
<p>9 <add>[+]2</add> By a <hi rend="underline">Distinction</hi><lb/> | |||
equivalence is brought<lb/> | |||
to view are having<lb/> | |||
place between the import<lb/> | |||
of the word <del>dif</del><lb/> | |||
import of what is<lb/> | |||
deficient exact the assemblage<lb/> | |||
of the words<lb/> | |||
of which the definition<lb/> | |||
is composed.</note></p> | |||
<p>7. The <gap/>ableple alone Table is <gap/>able assemblage a<lb/> | |||
collection of equivalences</p> | |||
8. So, in the case of Tables of Logarithms. <add>[+]2</add> | |||
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{{Metadata:{{PAGENAME}}}}{{In_Progress}} | {{Metadata:{{PAGENAME}}}}{{In_Progress}} |
1830 March 17.
Nomography
The law briels and by correctness of expression and complex
attested by substitutes apt denominations in so the place of substitution
always the to indefinitely deral pleasure impact
of names, ists &c. Example to Penal Code Denomination of of office
Contical Code
2. do functions. (a)
1. Abbreviation and inclination of equivalences to expression
will be found to be the great assistants to conception
and places to in every branch of act and sentence.[+]
3. Arithmetic by numerical figure is an abbreviation of into
by words in light
2.[+] By synomical
synomy makes or
says assignment of
synomily as between
word and word, equivalence
as brought to
view in the case in
which the subject matters
are in each point at
right word.
4. Arithmetic by and other signs commonly called
algebra as an abbreviation of arithmetic by figures
5. Unknown are found by the equivalence of expressing
in what the have and are mixt with expression in
what but have qualities are employed, and th in
those same qualities into known qualities being expressed by
figure
6. The Addition Table is an assembly in any collection
of equivalences.
—
9 [+]2 By a Distinction
equivalence is brought
to view are having
place between the import
of the word dif
import of what is
deficient exact the assemblage
of the words
of which the definition
is composed.
7. The ableple alone Table is able assemblage a
collection of equivalences
8. So, in the case of Tables of Logarithms. [+]2
Identifier: | JB/549/060/001"JB/" can not be assigned to a declared number type with value 549. |
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1830-03-17 |
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549 |
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060 |
Nomography |
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001 |
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Text sheet |
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Jeremy Bentham |
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