Given below are two statements: Statement I: Classical Indian Logicians (Naiyayikas) give a psychological account of Inferential cognition. Statement II: According to Naiyayikas the logical structure of inference represents not how we ought to infer, but how, as a matter fact, we do infer. In light of the above statements, choose the correct answer from the options given below:
Both Statement I and Statement II are true.
The question asks about the perspective of Classical Indian Logicians, known as Naiyayikas, on inferential cognition and the structure of inference. Let's analyze each statement.
Statement I claims that Classical Indian Logicians (Naiyayikas) provide a psychological account of Inferential cognition. In Nyaya philosophy, inference (Anumana) is a crucial means of valid knowledge (Pramana). While the Naiyayikas developed a sophisticated logical system for evaluating inferences, their description of the process of inferential cognition often includes stages related to the mental apprehension of the premises and the relation between them, leading to the final inferential judgment. For example, the process involves:
This step-by-step process describes how an inference is formed in the mind, incorporating perceptual and mnemonic elements leading to the cognitive conclusion. Thus, their account indeed includes significant psychological elements alongside the logical structure.
Based on this understanding, Statement I appears to be true.
Statement II asserts that according to Naiyayikas, the logical structure of inference represents how we, as a matter of fact, do infer, rather than merely how we ought to infer. The Naiyayika system of inference is often presented as a five-step argument (Pancavayavi Nyaya), which is structured as follows:
| Pratijna (Proposition/Thesis) | The hill has fire. |
| Hetu (Reason) | Because it has smoke. |
| Udaharana (Example) | Wherever there is smoke, there is fire, as in a kitchen hearth. |
| Upanaya (Application) | This hill has smoke which is invariably associated with fire. |
| Nigamana (Conclusion) | Therefore, the hill has fire. |
Unlike purely formal logical systems focused solely on validity irrespective of cognitive process, the Pancavayavi Nyaya is often interpreted as representing the natural progression of thought one might follow when making or explaining an inference. It's seen as a model that describes the actual process of inferring and convincing others, incorporating the perceived facts, the general rule (vyapti), and their application. It reflects how inference happens in practice.
Therefore, Statement II also appears to be true.
Both Statement I and Statement II accurately reflect aspects of the Naiyayika philosophy of inference. They provide an account that integrates psychological processes with a logical structure, describing how inference is actually performed.
Based on the analysis, both statements are true.
Comparing this conclusion with the given options:
Our analysis indicates that Option 1 is the correct answer.
| Concept | Description | Relevance to Statements |
|---|---|---|
| Anumana (Inference) | A valid means of knowledge derived from the perception of a sign (linga) and the knowledge of its invariable concomitance (vyapti) with the inferred property (sadhya). | Central topic of both statements. |
| Psychological Account | Description of the mental steps involved in arriving at inferential knowledge. | Directly related to Statement I. Involves perception, memory, and judgment. |
| Logical Structure (Pancavayavi Nyaya) | The five-part formal structure used to present or evaluate an inference. | Directly related to Statement II. Often seen as a descriptive model of actual inference. |
| Vyapti (Invariable Concomitance) | The universal and necessary relation between the sign (hetu) and the property to be inferred (sadhya), e.g., wherever there is smoke, there is fire. | A foundational concept for both the psychological process (recollection of vyapti) and the logical structure (stated in Udaharana). |
The Nyaya school is one of the six orthodox schools of Indian philosophy, primarily known for its contributions to logic and epistemology. Their system of logic is often considered a major achievement in the history of thought.
Given below are two statements:
Statement I: According to Classical Indian Logicians (Naiyāyikas) the inference from the effect of the cause is called Purvāvāt.
Statement II: According to Naiyāyikas the inference of cause from the effect is not possible.
In light of the above statements, choose the correct answer from the options given below:
Given below are two statements : One is labelled as Assertion (A) and the other is labelled as Reason (R):
Assertion (A) : The Naiya̅yikas did not give separate treatment of the inductive methods, as the western logicians have done.
Reasons (R) : According to Nya̅ya school universal propostions are obtained from perception itself by one of the forms of extra-ordinary perception.
In the light of the above statements, choose the correct answer from the options given below:
According to the classical Indian School of Logic which of the following steps of inference involve the application of the universal concomitance to the present case?
(A) This hill has a fire
(B) Because it has smoke
(C) Whatever has smoke has fire, e.g. an oven
(D) This hill has smoke which is invariably associated with fire
(E) Therefore the hill has a fire
Choose the most appropriate answer from the options given below:
Given below are two statements
Statement I: According to Classical Indian School of Logic, the method of induction is used to affirm the major premise, since generality or universality cannot be perceived.
Statement II: Classical Indian Logicians give separate treatment of the inductive method.
In light of the above statements, choose the correct answer from the options given below
Which of the following are admitted by the Naiyayikas (Indian Logicians) as kinds of Inferences?
(A) Inference of the effect from the cause
(B) Inference of the cause from the effect
(C) Inference from knowledge of similarity between two kinds of objects
(D) Inference from observation for general inseparability
Choose the correct answer from the options given below: