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<p><!-- pencil --><head>Evidence</head></p> | |||
<p><del>Testimonial persuasion affirmed</del></p> | |||
<p><head>Ch. 6.<lb/> | |||
Degrees of <del>pro</del> persuasion – thence of probative force – how<lb/> | |||
expressible.</head></p> | |||
<p>On he <del>For</del> <add>occasion, and for</add> the purpose, of <del>testimonial deposition for the</del> <add>decision – <del>for the purpose of deposition</del></add><lb/> | |||
<del>the degrees of</del> <add>on the occasion of <hi rend="underline">deposition</hi>, the degrees of which</add> persuasion <add>is susceptible</add> in what manner shall they<lb/> | |||
<del>be expressed? The matters to each mode of expression</del> <add>find expression? – <del>the</del> In answer to this question</add><lb/> | |||
in the <del><gap/></del> <add>arithmetical</add> language of the doctrine of chances<lb/> | |||
<add>mathematical science</add> affords an established, and thence an obvious, mode.<lb/> | |||
Unfortunately correct as this mode is – and in truth <del>the only<lb/> | |||
But this though</del> the only correct mode <del><gap/> would be incurably</del><lb/> | |||
which the nature of the case admitts of, it will presently be<lb/> | |||
<add>seen to be altogether</add> inapplicable to any judicial purpose. On the affirmative<lb/> | |||
as well as on the disaffirmative side, on the<lb/> | |||
mathematical scale of probability the degrees <del><gap/></del> <add>rise above</add> | |||
<del>and</del> <add>as well as</add> sink below, one another, on a scale to which there<lb/> | |||
are no assignable limits. But on whatsoever grounds<lb/> | |||
formed a scale with <add>at least</add> a fixt top <del><add>at lest if not with</add> as well as a fixt bottom</del><lb/> | |||
belonging to it, <add>if not with a fixt <del>top</del> bottom</add> is absolutely necessary to every legal purpose.<lb/> | |||
<del>A</del> <add>In every case, on one or other side, a</add> degree high enough to warrant decision<lb/> | |||
on that side is the one thing needful. <del>in <gap/> <gap/></del></p> | |||
<p><del>Higher The</del> <add>In the case of affirmance, for</add> any expression indicative of any degree above<lb/> | |||
that necessary degree there can not be any use: <del>but</del> <add>on the other hand</add><lb/> | |||
for expressions indicative of degrees of persuasion below<lb/> | |||
that degree, real and substantial uses, it will be seen,<lb/> | |||
may be found.</p> | |||
<p>In a many-seated judicatory, the different votes<lb/> | |||
<del>may be</del> <add>are frequently</add> the result of degrees of persuasion widely different.<lb/> | |||
Were matters so arranged, as that <unclear>those</unclear> degrees could each of them<lb/> | |||
<del><gap/>. If this Were those degrees to <add><gap/> in</add></del> find <add><del><gap/></del> an</add> adequate <add><del>system</del></add> mode of<lb/> | |||
expression in such case what might every now and then happen, is – that<lb/> | |||
<del>of <gap/></del> a decision which, upon the present plan<lb/> | |||
is by a small majority <del>pronounced</del> pronounced <del>on</del> <add>in favour of</add> the<lb/> | |||
affirmative side, <del>might in that plan be</del> would on that<lb/> | |||
plan be pronounced <del>on</del> <add>in favour of</add> the <del>negati</del> disaffirmative side,<lb/> | |||
and <hi rend="underline">vice versâ</hi>.</p> | |||
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{{Metadata:{{PAGENAME}}}}{{ | {{Metadata:{{PAGENAME}}}}{{Completed}} |
Evidence
Testimonial persuasion affirmed
Ch. 6.
Degrees of pro persuasion – thence of probative force – how
expressible.
On he For occasion, and for the purpose, of testimonial deposition for the decision – for the purpose of deposition
the degrees of on the occasion of deposition, the degrees of which persuasion is susceptible in what manner shall they
be expressed? The matters to each mode of expression find expression? – the In answer to this question
in the arithmetical language of the doctrine of chances
mathematical science affords an established, and thence an obvious, mode.
Unfortunately correct as this mode is – and in truth the only
But this though the only correct mode would be incurably
which the nature of the case admitts of, it will presently be
seen to be altogether inapplicable to any judicial purpose. On the affirmative
as well as on the disaffirmative side, on the
mathematical scale of probability the degrees rise above
and as well as sink below, one another, on a scale to which there
are no assignable limits. But on whatsoever grounds
formed a scale with at least a fixt top at lest if not with as well as a fixt bottom
belonging to it, if not with a fixt top bottom is absolutely necessary to every legal purpose.
A In every case, on one or other side, a degree high enough to warrant decision
on that side is the one thing needful. in
Higher The In the case of affirmance, for any expression indicative of any degree above
that necessary degree there can not be any use: but on the other hand
for expressions indicative of degrees of persuasion below
that degree, real and substantial uses, it will be seen,
may be found.
In a many-seated judicatory, the different votes
may be are frequently the result of degrees of persuasion widely different.
Were matters so arranged, as that those degrees could each of them
. If this Were those degrees to in find an adequate system mode of
expression in such case what might every now and then happen, is – that
of a decision which, upon the present plan
is by a small majority pronounced pronounced on in favour of the
affirmative side, might in that plan be would on that
plan be pronounced on in favour of the negati disaffirmative side,
and vice versâ.
Identifier: | JB/047/270/001"JB/" can not be assigned to a declared number type with value 47. |
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1-5 |
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047 |
rationale of judicial evidence |
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270 |
evidence ch. 6 |
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001 |
ch. 6 / degrees of persuasion - thence of probative force - how expressible |
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text sheet |
1 |
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recto |
c1 / d1 / e1 / f56 |
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jeremy bentham |
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15138 |
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