causal and symbolic understanding in historical epistemology
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Causal and Symbolic Understanding in Historical
Epistemology
Michael Heidelberger
Received: 27 September 2011 / Accepted: 27 September 2011 / Published online: 19 October 2011 Springer Science+Business Media B.V. 2011
Abstract The term historical epistemology can be read in two different ways:(1) as referring to a program of historicizing epistemology, in the sense of a
critique of traditional epistemologys tendency to gloss over historical context, or
(2) as a manifesto of epistemologizing history, i.e. as a critique of radical his-
toricist and relativist approaches. In this paper I will defend a position in this second
sense. I show that one can account for the historical development and diversity of
science without disavowing the relevance of a (normatively understood) episte-mology and without denying the existence of human cognitive universals acrosshistorical and cultural differences. In support of my thesis, I draw on cognitive
scientific research on causal and symbolic cognition, arguing that causal under-
standing constitutes a basic part of science, which, in the course of its development,
becomes more and more superimposed by a culturally and historically variablesymbolic superstructure.
The term historical epistemology can be read in two different ways: It can mean aprogram of historicizing epistemology, in the sense of a critique of traditional
epistemologys tendency to gloss over historical context and to illegitimately
generalize over radically different knowledge situations. It can, however, also beread as a manifesto of epistemologizing history, i.e. as a critique of radical
historicist and relativist approaches, by arguing for a healthy dose of normativeuniversality. In the following, I would like to defend a position in this second sense
and try to show that one can account for the historical development and diversity of
science without disavowing the relevance of a (normatively understood) episte-
mology and without denying the existence of human cognitive universals across
M. Heidelberger (&)Universitat Tubingen, Bursagasse 1, 72070 Tubingen, Germanye-mail: [email protected]
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DOI 10.1007/s10670-011-9343-6
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historical and cultural differences.1 This position puts two types of human
understanding to the fore of the scientific enterprise: on the one hand the special
kinds ofcausal understanding in which humans differ from non-human animals,and on the other hand the special kinds ofsymbolic understanding in which we
humans excel. The central idea is that causal understanding constitutes a basic partof science, which, in the course of its development, becomes more and more
superimposed by a culturally and historically variable symbolic superstructure. Thephilosophical conception of science proposed here differs from others in taking
results of current cognitive science on causal and symbolic understanding into
account and by suggesting new ways of differentiating.
My claim is thus the following: Historical change and cultural diversity can beaccounted for without denying the existence of human cognitive universals, if one
takes cognitive science on causal and symbolic cognition seriously. This thesis is
therefore not just philosophically and historically relevant, but also for cognitivescience. I am aware that for some readers my claim may sound nave and like
turning the wheel of the history of philosophy of science back to an obsolete
positivist viewpoint. All I can do for the moment is to ask for some patience. I am
confident that I shall be able to convince the skeptic that my position does not fallback into a period before Thomas Kuhn and others started to criticize the logical
empiricist conception.My paper is divided into five parts: In the first section I shall review some current
views of cognitive science on the development and formation of causal
understanding in humans. Todays cognitive science has brought Piagets influentialtheory of qualitative shifts in the cognitive development of children under pressure.
Instead of supposing the succession of stages that bring about different schemas andworldviews, cognitive development seems to be a successive filling out of a basic
frame of early understanding. This also applies to causal understanding in particular.In the second part, I shall try to assimilate historical and cultural diversity to this
view: causal understanding in different cultures and different historical periods
variesnot in the understanding of causality as such butin the empirical
assumptions involved and in the way how domain-specific causal theories are
applied. In the third section I will argue that scientific theories form a symbolicstructure that is built on basic causal knowledge of the domain in question: Theories
are symbolic systems into which special causal knowledge is embedded. The
1 Such a view was also shared by my former teacher Lorenz Kruger (19321994) to whom this article isdedicated. Kruger played a decisive role in setting up the institution by which this conference is hosted.The topic of this conference is a getting back to the central conception he had in mind for the Max-
Planck-Institute of the History of Science. Since 1996, the MPI offers an annual Lorenz KrugerPostdoctoral Research Fellowship in his honor. Starting almost from the moment Kruger recruited me
for the preparation of a year-long research project on the history of probability and statistics at the Centerfor Interdisciplinary Research of the University of Bielefeld (long before the foundation of the MPI wasin sight), we were discussing, I am tempted to say: almost around-the-clock, problems of historical
epistemology, although the term as such emerged only later in our discussions. The question that vexed usat the time was: How can the history of an epistemic concept like probability be written withouthistoricizing too much, but also without putting history into a Procrustean bed of a priori philosophy. Thestruggle to come to grips with this situation finally gave way to Kru gers original vision of the MPI.
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cognizing subject shifts from one cognitive phase to another. It seems that in recent
years there is a definite move away from the first side of each of these dichotomies
to the second one.One can illustrate this change with the current criticism of Jean Piaget. Piaget
assumed several successive stages in the development of causal cognition in younghumans (Piaget 1930). Each stage is characterized by self-contained logical
principles that profoundly determine the way how the world is represented by thechild and how causality is conceived. The principles used are domain-general; they
do not change in an essential way if one moves, say, from the social domain to the
domain of inanimate objects during one and the same developmental phase. These
domain-general principles profoundly change, according to Piaget, or are replacedby new ones, if an individual abandons one stage of development and enters a
higher one. In the first sensorimotor phase, which can last up to about the age of
24 months, according to Piaget, the child does not dispose of any causal insightbecause he still lacks some basic schemata, e.g. the idea of object permanency. His
world still carries magic features with it. Only at about 1824 months, the infant
enters the pre-operational stage mainly as a result of acquiring language, i.e. of
the ability to symbolically represent reality. He holds fast to an animistic view of theworld and of the way objects interact with each other, but not yet to a genuine
notion of causality. With about 6 years, Piaget maintains, the child shifts to aconcrete operational stage where some logic and true causality is present, but
during which the subjective appearance of objects is still so overwhelming that it
cannot be overridden by more abstract information like for example conservationprinciples. Only at the stage of adolescence, from about 12 years on, the human
enters a formal operational phase where he can fully abstract from his egocentricposition and develop an intentional as well as a mechanistic view of the world that
finally leaves behind earlier animistic views for good and all.The transition from one stage to the next is seen by Piaget as driven by the childs
active interference with the world. The child always tries to assimilate new
experiences as much as possible to his present worldview, but at some point, when
the assimilation gets too artificial and complex, a process of accommodation sets in
with the child giving up some of his dominant views in favor of new ones. Theresult is a qualitative change of worldview in which the old principles are
abandoned and the subject shifts to a higher cognitive stage. The child is thus seen
by Piaget as someone who starts in complete ignorance of the causal principles ofthe world and is forced to go through a series of irrational misconceptions before
can gradually figure out the true workings of causality in a process of assimilation
and accommodation.Todays cognitive science is rather critical of these views and sees child
development in a different light. There is evidence that children are already born
with some idea of causality or at least that they acquire causal notions at a much
earlier stage than Piaget allowed. Children as young as 2 years old can make
causal predictions, provide causal explanations, and understand counterfactualcausal claims (Gopnik et al. 2004, p. 4). These early notions do not, however,
apply to all domains alike. Causal understanding of children varies according todomains of intuitive physics, biology and psychology and their reasoning seems to
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be guided and constrained by causal assumptions and concepts that depend on the
domain. Contrary to Piaget, children do not go through incommensurable stages of
misconceived causal understanding but they gradually enrich their early concep-tions of causality in order to deal with more and more cases.
2 Cultural and Historical Influence on Causal Cognition
What are the consequences of this new understanding for the cultural and historical
dimension of causal cognition? If causal cognition grows and develops by
enrichment, it seems highly probable that cultures and historical epochs start from acommon understanding of everyday causality. If they differ they do this in the
assumptions about the workings of causal powers that have resulted in different
traditions of causal thought. This branching out of original causal understanding,as one could say, into different traditions does not mean, however, that different
conceptsof causality are employed. It is consistent with the idea that what varies are
the causal assumptions, but not the concepts themselves. One must always
distinguish between the concept of a causal connection and the empirical theory thatsays under which conditions this connection holds. Thus Boyer writes: A clear
distinction must be made between the concept of cause or causal connection on theone hand, and the assumptions describing the causal propensities of various objects
or entities on the other (Boyer1995, p. 618).
Take for example the magical belief of certain indigenous cultures that stealing alock of hair from somebody and reciting some special incantations over it in special
circumstances will make the person ill. This kind of causal understanding iscertainly at odds with the causal outlook of Western culture. Yet it does not imply a
different concept of causation, but only a strange empirical assumption about thecausal power of hair and of incantations. So the difference in causal assumptions of
different cultures can be an important source of diversity without that incommen-
surable new concepts of causality have to be introduced.
If we take this to heart, we can avoid two mistakes in philosophizing about the
cultural and historical diversity of causal claims prevalent in anthropology,psychology and history (cp. Boyer1995, p. 616f.): The first mistake is the belief that
causal conceptions are wholly culture-specific and that they depend on different
world-views or conceptual schemes of a culture across the physical, biologicaland psychological domains. This would be analogous to Piagets view that the
childs conception of causality (or the lack thereof) depends on his conception of the
world, or the schema of interpretation, that is allowed by the cognitive stage hegoes through. Only an act of choice, due to the logical structure characteristic of
the particular stage of intellectual development can account for the presence of one
particular conception among the collection of possible conceptions (Piaget1930,
p. 256).
The second mistake that can now be avoided is to assume that the competenceand manner of causal reasoning is domain-general, i.e., that, once acquired, it
depends only on the developmental stage of an individual, i.e. on the logico-mathematical structure of its thought (and, maybe, on the culture and historical
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phase to which it belongs). Instead it seems that knowledge, and especially causal
knowledge is acquired domain by domain and that the way how knowledge is
divided into domains is partly determined on an innate basis. Individual competencevaries considerably between domains and there is little transfer or generalization of
knowledge across the domain boundaries. There are also domain-specificconstraints that accelerate or slow down the acquisition of certain knowledge
(Hatano and Inagaki 2000, esp. pp. 267269). As already pointed out, manyresearchers assume core domains of human thought that include a nave physics,
psychology and biology. They also assume that to each of these core domains
belongs a characteristic set of causal conceptions: mechanical causality in physics,
intentional causality in psychology and teleological or functional causality inbiology.
So in the end we can argue for the following change of perspective: Human
beings do use different causal concepts (or principles of causation, as Boyerexpresses it). The difference in these concepts is, however, not the result of some
intrinsic cultural and/or historical diversity that makes them incommensurable with
each other. What varies historically and culturally are the causal empirical
assumptions. And these assumptions can be tested across different cultures andhistorical periods.
3 Causal and Symbolic Dimension of Scientific Theory
The foregoing discussion of causal knowledge is not yet enough for a full-blown
historical epistemology. The main point must be criteria of evaluating realmaturescientific theories and not just everyday causal judgments. In order to sketch
an epistemology that can fulfill this requirement, we have to look for specialfeatures in which scientific theories differ from mere everyday causal knowledge. It
is to be expected that the answers we get to this question vary with the specific
causal domain of a theory.
I think there are two important features of scientific theories that have not been
touched upon in this article yet, but that have to be taken into account in order tobridge the gap between common folk science and a real scientific theory. First of all,
we have to take into consideration that many, if not most, contemporary scientific
theories, at least of physics, seem to have lost their causal content. They seem tohave become instead elaborate symbolic systems in which one looks in vain for
causal claims. Bertrand Russell famously held causality in physics to be a relic of a
bygone age (Russell1917, p. 180). But also Thomas Kuhn thought that the causalcharacter of physics has dwindled down in the course of time to the causa formalis
in the Aristotelian sense. The explanation of a particular phenomenon is given by an
appropriate differential equation from which without grave distortion no active
agent, no isolated cause temporally prior to the effect can be retrieved. This has
given rise to a change of the conception of cause. Cause in physics has againbecome cause in the broader sense, that is explanation (Kuhn 1977, pp. 26, 28).
Mature physical theories seem to have moved far away from simple causalknowledge that humans, children or adults, employ in their everyday life.
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Nevertheless I still see an important connection between a-causal theories and
causal claims, although this connection is not at all obvious at first sight and can be
identified sometimes only by complicated considerations. To my mind, the mostimportant place where abstract theory meets concrete causality is the scientific
instrument. The special dependency of scientific theories on scientific instruments isthe second feature of scientific theories that must be taken into account if one wants
to develop a historical epistemology rich enough to deal with a mature scientificoutlook.
In explicating the idea of the symbolic character of mature scientific theories I
want to start with discussing a proposal by the philosopher of science (and physicist)
Pierre Duhem made more than a 100 years ago. He set up the following principleas essential for experimental physics: An experiment in physics is the precise
observation of phenomena accompanied by an interpretation of these phenomena;
this interpretation substitutes for the concrete data really gathered by observationabstract and symbolic representations which correspond to them by virtue of the
theories admitted by the observer. The result of an experiment in physics is an
abstract and symbolic judgment (Duhem 1991 [1906], p. 147). Duhem gives
several examples of what he has in mind. It is worth dealing in some detail with hisfirst example, the measuring of the resistance of a coil in a physics laboratory:
Go into this laboratory; draw near this table crowded with so much apparatus:an electric battery, copper wire wrapped in silk, vessels filled with mercury, coils, a
small iron bar carrying a mirror. An observer plunges the metallic stem of a rod,
mounted with rubber, into small holes; the iron oscillates and, by means of themirror tied to it, sends a beam of light over to a celluloid ruler, and the observer
follows the movement of the light beam on it. There, no doubt, you have anexperiment; by means of the vibration of this spot of light, this physicist minutely
observes the oscillations of the piece of iron. Ask him now what he is doing. Is hegoing to answer: I am studying the oscillations of the piece of iron carrying this
mirror? No, he will tell you that he is measuring the electrical resistance of a coil. If
you are astonished and ask him what meaning these words have, and what relation
they have to the phenomena he has perceived and which you have at the same time
perceived, he will reply that your question would require some very longexplanations, and he will recommend that you take a course in electricity (145).
Duhem draws again the conclusion that this experimentlike any experiment in
physicsinvolves two parts: (1) the observation of certain facts in commonexperience which requires nothing but alert attention and a practiced eyein
short, as he later put it, only common sense brought to greater attentiveness
(180); (2) the interpretation of the observed facts, or, as he commented, theformulation of a judgment interrelating certain abstract and symbolic ideas which
theories alone correlate with the facts really observed (147). You are unable to
attach meaning to this judgment if you do not know the physical theories admitted
by the author [of an experimental report in physics]. (148).
In the light of the foregoing, Duhems remarks have to be corrected, however, intwo respects: First, what Duhem calls observation of concrete data in common
experience is really the observation ofcausal processes. He almost admits this butdoes not make anything out of it: The result of common experience [when facts are
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observed], he wrote, is the perception of a relation between diverse concrete
facts. Such a fact having been artificially produced some other fact has resulted from
it. In sciences that are still close to their origins, like physiology or certainbranches of chemistry where mathematical theory has not yet introduced its
symbolic representations, the experimenter can reason directly on the facts:For instance, a frog has been decapitated, and the left leg has been pricked with a
needle, the right leg has been set into motion and has tried to move away from theneedle: there you have the result of an experiment in physiology. It is a recital of
concrete and obvious facts, and in order to understand it, not a word of physiology
need be known (147). Again, to set the poor frogs leg into motion by pricking the
other leg with a needle after he has been decapitated is, of course, the vividdescription of a causal process.
Second: Mature theories exert their capacity to correlate and interrelate
symbolic ideas with concrete facts, i.e. their ability to interpret facts,according to Duhem, always and only in virtue of the causal power of scientific
instruments. This becomes especially clear in the second example which Duhem
uses to illustrate his argument. The experiment in question deals with the
compressibility of gases investigated by Regnault: He takes a certain quantity ofgas, encloses it in a glass tube, keeps the temperature constant, and measures the
pressure the gas supports and the volume it occupies. (145). After describing theexact course of the experiment, Duhem asks what volume, pressure and
temperature mean: Now, what is the value of the volume occupied by the gas,
what is the value of the pressure it supports, what is the degree of temperature towhich it is brought? Are they three concrete objects? No, they are three abstract
symbols which only physical theory connects to the facts really observed (146).How is this connection achieved? I quote the beginning of Duhems solution to the
problem: In order to form the first of these abstractions, the value of the volume ofthe enclosed gas, and to make it correspond with the observed fact, namely, the
mercury becoming level with a certain line-mark, it was necessary to calibrate the
tube, that is to say, to appeal not only to the abstract ideas of arithmetic and geometry
and the abstract principles on which they rest, but also to the abstract idea of mass
and the hypotheses of general mechanics as well as of celestial mechanics whichjustify the use of the balance for the comparison of masses [] and so on and so
forth. In other words: It is auxiliary theories (as I call them) that provide the
interpretation of concrete facts by transferring symbolic meaning to scientificinstruments. Only as a result of this transfer is the required interpretation of observed
facts achieved. This way of reading Duhem partially explicates my earlier claim that
instruments serve as windows to the causal dimension of mature scientific theories.What kind of moral can we draw from these considerations? The usual
consequence suggested is that one should abandon the theory-observation dichot-
omy decreed by logical empiricists and accept the theory-ladenness of observational
terms. This move denies the existence of theory-neutral data of observation and
negates an objective court of appeal between competing theories. Yet in the light ofthe foregoing the consequence can also be to transfer the basic empiricist role of
observation to causal claims at the level of common experience. This means that ascientific theory is only adequate if it can be connected with the special way we
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human beings causally deal with the world in our common experience. Such a
connection can be achieved by scientific instruments where the causal and the
symbolic dimension of a theory meet. Causal judgements, however culturallyvariable [i.e., in my terminology: symbolically interpreted], are constrained by a
series of universal intuitive principles (Boyer 1995, p. 615) that are universallyvalid across cultural and historical variation. At first sight, this might seem to
concede too much to logical empiricism. One should, however, remember thatcausality has no place in (logical) empiricism and is very much alien to it. In a way,
logical empiricists do not accept a surplus meaning for inferential causality over
associationist one.
My view is thus a kind of compromise between a logical empiricist outlook and apost-positivist conception like that of Thomas Kuhn: In accordance with empiricism
and with current cognitive science, but against Thomas Kuhn, I claim that a
scientific theory is adequate only if it can be connected with some theory-neutralexperience, that is, our common causal intuitions. And in accordance with Thomas
Kuhn, but against logical empiricists, I maintain that causal meaning has a symbolic
dimension. In both cases instruments play the mediating role.
My conception is in line with others who see an analogy between cognitivedevelopment and scientific theory formation and change (Gopnik1997). They claim
accordingly that scientists and children both employ the same particularlypowerful and flexible set of cognitive devices (Gopnik 1997, p. 486). Besides
children and scientists one should also include prehistoric humans in this list. There
are three factors, however, that, from a traditional philosophy of science point ofview, seem to make a stand against this analogy.
The first factor concerns the role of causal terms. The formation of maturecontemporary theories, as seen by traditional philosophers of science, rarely
requires the consideration of causes, and if it does, they are appropriated by theorybeyond recognition: Causes certainly are connected with effects [] because our
theories connect them, not because the world is held together by cosmic glue. []
The notions behind the cause x and the effect y are intelligible only against a
pattern of theory, namely one which puts guarantees on inferences from x to y
(Hanson1958, p. 64). For cognitive science, however, concepts of cause and effectwould not have been so important in the cognitive development of humans, if they
had not stood alone, independently of theories. Thus in order to show that theory
formation and cognitive development are on a par, one has to revalue causality inmature scientific theories.
The second factor interfering with cognitive development as seen by todays
cognitive science, but dear to philosophers of science, is the doctrine of meaningchange of a theorys terms. According to this doctrine, the meanings of terms in
theories are determined (partially or wholly) by the principles of the theory in which
they occur. Hence changes in theory result in changes in meaning. It is this holistic
character of meaning that led Thomas Kuhn to his incommensurability thesis. Yet
cognitive science sees (at least) causal terms occurring in basic theories asindependent from theoretical content. Although human dealings with the world are
highly symbolic, change of theory does not change the meanings of basic causalterms which we use to express our causal beliefs.
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without functionally equivalent instruments. The air-pump creates a vacuum that
would otherwise not exist. The aim of a constructive instrument is to produce an
effect in its pure form, without any complications or additions that could spoil itsappearance or that are otherwise alien to it. The goal is very often to shield an effect
from disturbances. The Leyden jar is a perfect example of this. It was designed inorder to fill up electricity which is otherwise too elusive. Another purpose of this
type of instrument is to tame a phenomenon, so that it can be manipulated,modeled or controlled in a certain desired way.
A symbolic instrument is designed to represent symbolically the place a natural
phenomenon occupies in relation to phenomena of the same kind and thus to
understand the ordering of the phenomena: by size or by intensity etc. Examples ofinstruments that fulfill such a function are clocks, balances, electrometers,
galvanometers, thermometers etc. One could them also call information-trans-
forming instruments, because they transform the input information about the worldinto a more useful output format while preserving the order of the phenomena vis-a-
vis the attributes in question. A thermometer, for example, transforms the different
states of heat that are accessible to our normal heat-sense into different, visually
accessible states of the instrument (different heights of the mercury column). Theordering of the heat states is or should be preserved in the order of the heights of the
column. When we ask for the causal significance of a representing instrument wecan say that it is designed to avoid as much as possible an effect on the measured
object or effectit should, on the contrary, be able to register causal influences that
the represented object or phenomenon exerts on it. The ideal representinginstrument is non-invasive and thus neither productive nor constructive.
Now, Ohm used two kinds of instruments in his investigation of electric circuits:a thermoelectric source of electric current, made of bismuth and copper, that has
recently become available, and an undamped magnetic torsion balance that wasmodeled after Coulombs torsion balance. Coulomb had used it for measuring
electrostatic force, but Ohm employed it as a precision instrument for measuring the
exciting force of the current or the strength of the magnetic effect on the
conductorthat is, the intensity of the current; i.e., he used it as a galvanometer.
The thermoelectric apparatus played a double role, both as a productive and aconstructive device: a productive role because it should produce voltaic
electricity and not a chemical one. (It should be borne in mind that at the time,
it was not clear yet that there is just one kind of electricity. Different electricitieswere classified according to their sources.) The first constructive role it was
designed to play was to produce electrical action in its pure or idealized form, as
Ohm thought, without any chemical contamination, so to speak. It was alsosupposed to produce a stable source of electricity. All other contemporary sources
of dynamic electricity were instable, vacillating highly in their electric action.
The second instrument Ohm used, the galvanometer turned torsion balance, is
clearly a symbolic instrument. Ohms use of the balance is modeled after the so-
called fundamental experience of Hans Christian rsted who proved the effect ofa current carrying wire on the behavior of a magnetic needle. When Ohm took the
behavior of the torsion balance hanging over a current carrying wire as the criterionof the presence of current intensity, he also made constructive use of his
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instrumentthis time by stipulation: all other effects of the wire are either
themselves caused by the current intensity or do not, by fiat, count as a sign of
intensity.The constructive and productive usage Ohm made of his instruments takes place
on a causal level that is theory-neutral (relative to Ohms own theory) and guided bythe causal possibilities available with the instruments in question. The symbolic or
representative level is superimposed on the manipulative one. Ohm attains for hisexperiments a symbolic significance by three means: First, by introducing a
symbolic generalization, as Kuhn called it, that functions as a unifying formula.
Second, his approach enabled Ohm to create and define a new theoretical concept,
the concept of electric resistance or conductivity. And third, he was able togive a theory of the instruments involvedthat is, to substitute for the concrete
objects composing these instruments an abstract and schematic representation, as
Duhem (1991[1906], p. 153) had formulated it. This representation was given interms of the concept of the galvanic circuit that was his invention. As already noted,
Ohm finally arrived through his measurements at the formula that is known as
Ohms law and which can be written as: I = V/R. The road to this formula was very
winding and tortuous, and Ohm had to make many attempts, both in a practical aswell as in a theoretical respect, to obtain his result. It is highly significant that his
first theoretical conception of electric activity in a closed circuit was guided by theCoulomb paradigm of static electricity and that he was able to describe this already
with some version of his law. This implied a concept of resistance similar to the
mechanical resistance in friction phenomena. Later Ohm modeled electricconduction in analogy to heat conduction as Joseph Fourier had developed it in
his theory of heat. In this sense, resistance becomes a truly theoretical or theory-laden term that is not yet present at the causal level of Ohms experiments; it is
reached and formulated only at the symbolic level. He could avoid directmeasurements of resistance by comparing the circuit in question with a standard
circuit. (For more details see Heidelberger2003.)
Ohm could also apply his new mathematical formula to the galvanometer and the
electrometer as parts of a circuit and thereby predict their behavior in many new
cases. Ultimately it was the practical usability of Ohms law for all kinds ofmeasurements in the circuit and especially for technical applications, such as in
electrical telegraphy, which in the end led to its acceptance. It was soon recognized
that Ohms law was completely neutral with regard to the exact theory of the originof the electromotive force of electricity; it holds irrespective of whether that force
is regarded as being derived from the contact of dissimilar metals [as its founder
himself believed] or as referable to chemical agency, as the Royal Society wrotewhen it dedicated the Copley medal to Ohm in 1841.
The excursion into Ohms theory was supposed to show that a typical theory has
two levels, a primary causal one, which is theory-free in relation to the new theory,
and a secondary one on a supervening symbolic level when theory takes possession
of the direct causal experience with scientific instruments and when the adjustmentof a causal picture to a theoretical and symbolic context is called for. There are
many cases where first level experimentation is and can be pursued without takinginto account the secondary level.
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5 Similar Approaches
In this chapter I discuss attempts by Jed Z. Buchwald and Xiang Chen to show thatKuhns difficulties with incommensurability and relativism can be overcome by
considering the important role that scientific instruments have to play in thedevelopment of science (Buchwald 1992; Chen 1997). Buchwald sees scientific
practice as the separation of the objects investigated by scientists into scientific
kinds. These kinds typically form a taxonomic tree. There is no partial overlapbetween kinds, that is, nothing which is embraced by a given class within aparticular group of scientific kinds can be both an a-thingand ab-thing, whereaand
b are group kinds, unless all a-things are b-things or vice versa (Buchwald1992,
p. 41). Two trees are commensurable, if one tree can directly be translated into the
other or if it can be grafted on the other without disturbing the existing structure.
Otherwise they are incommensurable. This kind of incommensurability, however, istamed because it does not have the puzzling aspects of Kuhns original
incommensurability anymore and can now fruitfully be accepted even by thosehistorians of science who have criticized Kuhns approach. Buchwald assigns
experiment the central place in the construction of taxonomies: First, experimental
work divides the elements of the tree from one another: sitting at the nodes or
branch-points of the tree, experimental devices assign something to this or to that
category. Second, experimental work may generate new kinds that can either beassimilated by, or that may disrupt, the existing structure (Buchwald1992, p. 44).
Buchwalds scheme can be translated into my approach if we limit it to productiveinstruments. In this case, as we have seen, phenomena are produced that do normallynot appear in the realm of direct human experience. Buchwald did not have the aim to
propose a theory of scientific instruments, so he cannot be criticized for limiting
himself to just one type. There is, however, more to Kuhns incommensurability than
different taxonomic trees produced by one type of instrument. The symboliccharacter of scientific theories is lost in this approach. Buchwald neglects in addition
that scientific instruments can have paradigmatic significance for Kuhn.
Chen starts from Buchwalds considerations and stresses the point that science
does not only create successive classifications of phenomena, as Buchwald has it,but also instruments, procedures, and skills that supply the tools for our
interactions with the real world. Even if theories cannot be compared with eachother in relation to their taxonomies and are thus incommensurable, we can
evaluate them objectively in terms of their connections with instruments. From this
he draws the conclusion that the instrumental aspect of science allows for
incommensurability without relativism (Chen 1997, p. 270f.). Chens thesis is
very sketchy at this point. I can very much agree with him, but again: the symbolicdimension that is present in each instrument is not discussed at all.
6 Conclusion
In this paper, I tried to show that a historical epistemology is possible that searches
for universal criteria of scientific development. There is a growing consensus in
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