Coherentism

Coherentism is the name given to a few philosophical theories in modern epistemology, the study of knowledge. There are two distinct types of coherentism. One is the coherence theory of truth; the other, the coherence theory of justification. The coherentist theory of justification characterizes epistemic justification as a property of a belief only if that belief is a member of a coherent set. What distinguishes coherentism from other theories of justification is that the set is the primary bearer of justification.^[1] As an epistemological theory, coherentism opposes foundationalism and infinitism and attempts to offer a solution to the regress argument. In this epistemological capacity, it is a theory about how belief can be justified. Coherentism is a view about the structure of justification or knowledge. The coherentist's thesis is normally formulated in terms of a denial of its contrary foundationalism. Coherentism thus claims, minimally, that not all knowledge and justified belief rest ultimately on a foundation of noninferential knowledge or justified belief.

This negative construal of coherentism occurs because of the prominence of the regress problem in the history of epistemology, and the long-held assumption that only foundationalism provides an adequate, non-skeptical solution to that problem. After responding to the regress problem by denying foundationalism, coherentists normally characterize their view positively by replacing the foundationalism metaphor of a building as a model for the structure of knowledge with different metaphors, such as the metaphor which models our knowledge on a ship at sea whose seaworthiness must be ensured by repairs to any part in need of it. Coherentists typically hold that justification is solely a function of some relationship between beliefs, none of which are privileged beliefs in the way maintained by foundationalists, with different varieties of coherentism individuated by the specific relationship among beliefs identified as coherence.

Definition

As a theory of truth, coherentism restricts true sentences to those that cohere with some specified set of sentences. Someone's belief is true if and only if it is coherent with all or most of his or her other beliefs. Usually, coherence is taken to imply something stronger than mere consistency. Statements that are comprehensive and meet the requirements of Occam's razor are usually to be preferred.

As an illustration of the principle, if people lived in a virtual reality universe, they could see birds in the trees that aren't really there. Not only are the birds not really there, but the trees aren't really there either. The people know that the bird and the tree are there, because it coheres with the rest of their experiences in the virtual reality. Talking about coherence is an abstract way of talking about the things that the people really know, without regard for whether they are in a virtual reality or not.

Perhaps the best-known objection to a coherence theory of truth is Bertrand Russell's. Russell maintained that since both a belief and its negation will, individually, cohere with at least one set of beliefs, this means that contradictory beliefs can be shown to be true according to coherence theory, and therefore that the theory cannot work. However, what most coherence theorists are concerned with is not all possible beliefs, but the set of beliefs that people actually hold. The main problem for a coherence theory of truth, then, is how to specify just this particular set, given that the truth of which beliefs are actually held can only be determined by means of coherence.

History

Coherentism was primarily outlined by Harold Henry Joachim in his book The Nature of Truth (1906). More recently, several contemporary epistemologists have significantly contributed to and defended the theory; primarily Laurence BonJour and Keith Lehrer.

The regress argument

Both coherence and foundationalist theories of justification attempt to answer the regress argument, a fundamental problem in epistemology that goes as follows. Given some statement P, it appears reasonable to ask for a justification for P. If that justification takes the form of another statement, P', one can again reasonably ask for a justification for P', and so forth. There are three possible outcomes to this questioning process:

1. the series is infinitely long, with every statement justified by some other statement.
2. the series forms a loop, so that each statement is ultimately involved in its own justification.
3. the series terminates with certain statements having to be self-justifying.

An infinite series appears to offer little help, since it is basically impossible to check that each justification is satisfactory. Relying on such a series quickly leads to skepticism.

A loop begs the question. Coherentism is sometimes characterised as accepting that the series forms a loop, but although this would produce a form of coherentism, this is not what is generally meant by the term.^[2]

Foundationalism's response

One might conclude that there must be some statements that, for some reason, do not need justification. This view is called foundationalism. For instance, rationalists such as Descartes and Spinoza developed axiomatic systems that relied on statements that were taken to be self-evident: "I think therefore I am" is the most famous example. Similarly, empiricists take observations as providing the foundation for the series.

Foundationalism relies on the claim that it is not necessary to ask for justification of certain propositions, or that they are self-justifying. If someone makes an observational statement, such as "it is raining", it does seem reasonable to ask how they know—did they look out the window? Did someone else tell them? Did they just come in shaking their umbrella? Coherentism insists that it is always reasonable to ask for a justification for any statement. Coherentism contends that foundationalism provides an arbitrary spot to stop asking for justification and so that it does not provide reasons to think that certain beliefs do not need justification.

Coherentism's response

Coherentism denies the soundness of the regression argument. The regression argument makes the assumption that the justification for a proposition takes the form of another proposition: P" justifies P', which in turn justifies P. For coherentism, justification is a holistic process. Inferential justification for the belief that P is nonlinear. This means that P" and P' are not epistemically prior to P. Rather, the beliefs that P", P', and P work together to achieve epistemic justification. Catherine Elgin has expressed the same point differently, arguing that beliefs must be "mutually consistent, cotenable, and supportive. That is, the components must be reasonable in light of one another. Since both cotenability and supportiveness are matters of degree, coherence is too."^[3] Usually the system of belief is taken to be the complete set of beliefs of the individual or group, that is, their theory of the world.

It is necessary for coherentism to explain in some detail what it means for a system to be coherent. At the least, coherence must include logical consistency. It also usually requires some degree of integration of the various components of the system. A system that contains more than one unrelated explanation of the same phenomenon is not as coherent as one that uses only one explanation, all other things being equal. Conversely, a theory that explains divergent phenomena using unrelated explanations is not as coherent as one that uses only one explanation for those divergent phenomena. These requirements are variations on Occams razor. The same points can be made more formally using Bayesian statistics. Finally, the greater the number of phenomena explained by the system, the greater its coherence.

Problems for Coherentism

A problem coherentism has to face is the plurality objection. There is nothing within the definition of coherence which makes it impossible for two entirely different sets of beliefs to be internally coherent. Thus there might be several such sets. But if one supposes—in line with the principle of non-contradiction—that there can only be one complete set of truths, coherentism must provide a way to choose between these competing sets.

A number of philosophers have raised concerns over the link between intuitive notions of coherence that form the foundation of epistemic forms of coherentism and some formal results in Bayesian probability. This is an issue raised by Luc Bovens and Stephen Hartmann in the form of 'impossibility' results,^[4] and by Erik J. Olsson.^[5] Attempts have been made to construct a theoretical account of the coherentist intuition.^[6]

See also

• Joachim, H.H.
• Truth

Theories of truth

References

External links

• Coherentism in Epistemology entry in the Internet Encyclopedia of Philosophy
• Stanford Encyclopedia of Philosophy entry