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<p>1831 May 14. A.M.</p> | |||
<head>Posology</head> | |||
<note>Ch. or § Alegomorphics facilitated</note> | |||
<p>1</p> | |||
<p>1. Equivalences<lb/> | |||
Indication of equivalences<lb/> | |||
for abbreviation.</p> | |||
<p>2. Equivalences<lb/> | |||
In <hi rend="underline">equivalent</hi> included<lb/> | |||
<hi rend="underline">synonym</hi>, which would<lb/> | |||
have been preferred<lb/> | |||
but not extensive<lb/> | |||
enough: <hi rend="underline">Synonym</hi> refers<lb/> | |||
to single words.</p> | |||
<p>3. Equiv.<lb/> | |||
Combinations of equivalences<lb/> | |||
may be seen in<lb/> | |||
1. a chain of links — 2.<lb/> | |||
rounds of a ladder — &c.</p> | |||
<p>4. Equiv.<lb/> | |||
So in numeration — 1 for one</p> | |||
<p>5. Equiv.<lb/> | |||
In <hi rend="underline">addition</hi> — for two and<lb/> | |||
two, 4.</p> | |||
<p>6. Equiv<lb/> | |||
In multiplication — for<lb/> | |||
two & two & two & two — 8.</p> | |||
<p>7. Equiv<lb/> | |||
Great use of equivalences:—<lb/> | |||
a definition,<lb/> | |||
an indication of equivalences<lb/> | |||
— a paraphrasis,<lb/> | |||
&c.</p> | |||
<p>8 Equiv<lb/> | |||
Equivalences in shorthand.</p> | |||
<p>9. Equiv<lb/> | |||
Equivalences in Algebra<lb/> | |||
- +, x, &c.</p> | |||
<p>10. Equiv<lb/> | |||
Letters of the alphabet<lb/> | |||
used to express any<lb/> | |||
number of combinations<lb/> | |||
— x, y, z.</p> | |||
<p>11. Eqiv.<lb/> | |||
Substitution of single<lb/> | |||
to combinations of signs<lb/> | |||
is carried to any<lb/> | |||
length.</p><pb/> | |||
<p>12. Equiv<lb/> | |||
x, y, z, express unknown<lb/> | |||
quantities.</p> | |||
<p>13. Equiv<lb/> | |||
When equivalence shown<lb/> | |||
between known and<lb/> | |||
unknown quantities<lb/> | |||
the desired result<lb/> | |||
obtained.</p> | |||
<p>14. Equiv.<lb/> | |||
By relation to something<lb/> | |||
known knowledge<lb/> | |||
obtained of<lb/> | |||
that desired to be<lb/> | |||
known.</p> | |||
<p>15. Equiv<lb/> | |||
By showing equivalences<lb/> | |||
is indicated<lb/> | |||
the equivalence between<lb/> | |||
known and<lb/> | |||
unknown quantities.</p> | |||
<p>16. Equiv.<lb/> | |||
Stupendous the results<lb/> | |||
thus obtained.</p> | |||
<p>17. Equiv.<lb/> | |||
Pleasant the feeling<lb/> | |||
of this command<lb/> | |||
of the field.</p> | |||
<p>18. Equiv<lb/> | |||
Time and paper saved.</p> | |||
<p>19. Equiv.<lb/> | |||
Known and unknown.</p> | |||
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{{Metadata:{{PAGENAME}}}} | {{Metadata:{{PAGENAME}}}} | ||
1831 May 14. A.M.
Posology
Ch. or § Alegomorphics facilitated
1
1. Equivalences
Indication of equivalences
for abbreviation.
2. Equivalences
In equivalent included
synonym, which would
have been preferred
but not extensive
enough: Synonym refers
to single words.
3. Equiv.
Combinations of equivalences
may be seen in
1. a chain of links — 2.
rounds of a ladder — &c.
4. Equiv.
So in numeration — 1 for one
5. Equiv.
In addition — for two and
two, 4.
6. Equiv
In multiplication — for
two & two & two & two — 8.
7. Equiv
Great use of equivalences:—
a definition,
an indication of equivalences
— a paraphrasis,
&c.
8 Equiv
Equivalences in shorthand.
9. Equiv
Equivalences in Algebra
- +, x, &c.
10. Equiv
Letters of the alphabet
used to express any
number of combinations
— x, y, z.
11. Eqiv.
Substitution of single
to combinations of signs
is carried to any
length.
---page break---
12. Equiv
x, y, z, express unknown
quantities.
13. Equiv
When equivalence shown
between known and
unknown quantities
the desired result
obtained.
14. Equiv.
By relation to something
known knowledge
obtained of
that desired to be
known.
15. Equiv
By showing equivalences
is indicated
the equivalence between
known and
unknown quantities.
16. Equiv.
Stupendous the results
thus obtained.
17. Equiv.
Pleasant the feeling
of this command
of the field.
18. Equiv
Time and paper saved.
19. Equiv.
Known and unknown.
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richard doane |
j whatman turkey mill 1829 |
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admiral pavel chichagov |
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