FREE BOOKS

Author's List




PREV.   NEXT  
|<   550   551   552   553   554   555   556   557   558   559   560   561   562   563   564   565   566   567   568   569   570   571   572   573   574  
575   576   577   578   579   580   581   582   583   584   585   586   587   588   589   590   >>  
eferred to the primary qualities of matter. The several steps in the inductive investigation of the form of any nature flow readily from the definition of the form itself. For that is always and necessarily present when the nature is present, absent when it is absent, decreases and increases according as the nature decreases and increases. It is therefore requisite for the inquiry to have before us instances in which the nature is present. The list of these is called the table of _Essence and Presence_. Secondly, we must have instances in which the nature is absent; only as such cases might be infinite, attention should be limited to such of them as are most akin to the instances of presence.[84] The list in this case is called table of _Absence in Proximity_. Thirdly, we must have a number of instances in which the nature is present in different degrees, either increasing or decreasing in the same subject, or variously present in different subjects. This is the table of _Degrees_, or _Comparison_. After the formation of these tables, we proceed to apply what is perhaps the most valuable part of the Baconian method, and that in which the author took most pride, the process of exclusion or rejection. This elimination of the non-essential, grounded on the fundamental propositions with regard to forms, is the most important of Bacon's contributions to the logic of induction, and that in which, as he repeatedly says, his method differs from all previous philosophies. It is evident that if the tables were complete, and our notions of the respective phenomena clear, the process of exclusion would be a merely mechanical _counting out_, and would _infallibly_ lead to the detection of the cause or form. But it is just as evident that these conditions can never be adequately fulfilled. Bacon saw that his method was impracticable (though he seems to have thought the difficulties not insuperable), and therefore set to work to devise new helps, _adminicula_. These he enumerates in ii., _Aph._ 21:--_Prerogative Instances, Supports of Induction, Rectification of Induction, Varying the Investigation according to the Nature of the Subject, Prerogative Natures, Limits of Investigation, Application to Practice, Preparations for Investigation, the Ascending and Descending Scale of Axioms_. The remainder of the _Organum_ is devoted to a consideration of the twenty-seven classes of Prerogative Instances, and though it contains much that is bo
PREV.   NEXT  
|<   550   551   552   553   554   555   556   557   558   559   560   561   562   563   564   565   566   567   568   569   570   571   572   573   574  
575   576   577   578   579   580   581   582   583   584   585   586   587   588   589   590   >>  



Top keywords:

nature

 

present

 

instances

 

absent

 

method

 

Investigation

 

Prerogative

 
tables
 

called

 

evident


exclusion

 

process

 
Instances
 
Induction
 
increases
 
decreases
 

detection

 

infallibly

 

adequately

 

conditions


fulfilled

 

phenomena

 

previous

 
philosophies
 

differs

 
complete
 
mechanical
 

respective

 

notions

 

counting


classes

 

devoted

 

Nature

 
Organum
 

Varying

 

consideration

 
twenty
 

Supports

 

Rectification

 
remainder

Axioms
 

Descending

 

Ascending

 

Preparations

 

Application

 

Subject

 

Natures

 

Limits

 

repeatedly

 

Practice