Dear Howard, lists

I think the riddle you pose has its answer in Peirce's wide use of the term 
logic. He used it to cover both semiotics, logic proper, and epistemology/ 
heuristics/ phil. of science - in short all that which should be studied in 
order to understand the development of scientific arguments.
An upshot of this idea is all of these fields could be studied in their formal 
aspects. Thus, Peirce would distinguish the "logical" - formal - aspects of 
abduction (that it begins from an unexplained state- of-affairs, articulates a 
hypothesis among many which has that fact as an immedate consequence, etc.)  
from the important empirical issue which Howard points to, that it often, in 
human beings, takes place unconsciously. In general, it is the universal, 
formal aspects of reasoning processes which Peirce refers to as "logical" - 
while the way they are implemented in the human mind is taken to be a different 
(not less important) issue.

Best
F


Den 23/04/2015 kl. 04.26 skrev Howard Pattee 
<[email protected]<mailto:[email protected]>>
:

At 04:38 PM 4/21/2015, Frederik Stjernfelt wrote:

But I'd be really curious to hear more about your take on the 
corollarial/theorematic distinction !

Since you ask, here are a few thoughts.

In my opinion, the corollarial-theorematic distinction is a case of the more 
general induction-abduction distinction. Peirce clearly recognized that all 
great discoveries depend on abduction and theorematic constructions, most of 
which arise from the unconscious mind. The only problem is that he calls it 
reasoning and logic.

Peirce: “Now, that the matter of no new truth can come from induction or from 
deduction, we have seen. It can only come from abduction.” Somewhere else 
Peirce says, “I show that no considerable advance can be made in thought of any 
kind without theorematic reasoning.”

This was nothing new. Many of Peirce’s contemporaries, Hertz, Poincaré, Mach, 
James, who had thought about how great discoveries come about, recognized that 
logic in the classical sense was not the source of new truths or advances in 
thought.

To me an obvious question is why Peirce so often talked about abduction as if 
it were a part of logical and reasoning when he clearly saw that logic and 
abduction were completely different types of thought.

Peirce: “Abduction and induction have, to be sure, this common feature, that 
both lead to the acceptance of a hypothesis because observed facts are such as 
would necessarily or probably result as consequences of that hypothesis. But 
for all that, they are the opposite poles of reason, the one the most 
ineffective, the other the most effective of arguments. The method of either is 
the very reverse of the other’s”.[HP italics] If not illogical, it is at least 
confusing to lump opposites together in one category and call it “reasoning.”

I think Peirce thought of himself primarily as a logician, at least logic is 
the field in which he made his most recognized discoveries. It is 
understandable that he would be defensive toward any criticism of logic, but he 
still confused logic and abduction. For example, he should have agreed with 
Poincaré: “I find nothing in logistic for the discoverer but shackles.”  Even 
though he knew that discovery is not logical, Peirce responded derisively: “It 
seems to me strange that a profound mathematician, even though he be a 
Frenchman, should harbor such a notion; but his essay is only a fine example of 
the utmost that a brilliant mind can contribute toward the solution of a 
problem to which he comes without adequate preparation.”

Peirce describes abduction as, “a process in which the mind goes over all the 
facts the case, absorbs them, digests them, sleeps over them, assimilates them, 
dreams of them, and finally is prompted to deliver them in a form, which, if it 
adds something to them, does so only because the addition serves to render 
intelligible what without it, is unintelligible.”

I wonder what motivated Peirce to spend so much effort on logic when he knew 
that the path of inquiry is not logical?

Howard



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