When applied to generic fascism, the combined concepts of ideal type and ideological morphology have profound implications for both the traditional liberal and Marxist definitions of fascism. For one thing it means that fascism is no longer defined in terms of style, for e.g. spectacular politics, uniformed paramilitary forces, the pervasive use of symbols like fasces and Swastika, or organizational structure, but in terms of ideology. Moreover, the ideology is not seen as essentially nihilistic or negative (anti-liberalism, anti-Marxism, resistance to transcendence etc.), or as the mystification and aestheticization of capitalist power. Instead, it is constructed in the positive, but not apologetic or revisionist terms of the fascists’ own diagnosis of society’s structural crisis and the remedies they propose to solve it, paying particular attention to the need to separate out the ineliminable, definitional conceptions from time- or place- specific adjacent or peripheral ones. However, for decades the state of fascist studies would have made Michael Freeden’s analysis well-nigh impossible to apply to generic fascism, because precisely what was lacking was any conventional wisdom embedded in common-sense usage of the term about what constituted the ineliminable cluster of concepts at its non-essentialist core. Despite a handful of attempts to establish its definitional constituents that combined deep comparative historiographical knowledge of the subject with a high degree of conceptual sophistication, there was a conspicuous lack of scholarly consensus over what constituted the fascist minimum. Whether there was such an entity as generic fascism even was a question to think through. Or whether Nazism’s eugenic racism and the euthanasia campaign it led to, combined with a policy of physically eliminating racial enemies that led to the systematic persecution and mass murder, was simply unique, and too exceptional to be located within the generic category was another question to think through. Both these positions suggest a naivety about the epistemological and ontological status of generic concepts most regrettable among professional intellectuals, since every generic entity is a utopian heuristic construct, not a real thing and every historically singularity is by definition unique no matter how many generic terms can be applied to it. Other common positions that implied considerable naivety were the ones that dismissed fascism’s ideology as too irrational or nihilistic to be part of the fascist minimum, or generalized about its generic traits by blending fascism and nazism.
Tag: irrational
Meillassoux’s Principle of Unreason Towards an Intuition of the Absolute In-itself. Note Quote.
The principle of reason such as it appears in philosophy is a principle of contingent reason: not only how philosophical reason concerns difference instead of identity, we but also why the Principle of Sufficient Reason can no longer be understood in terms of absolute necessity. In other words, Deleuze disconnects the Principle of Sufficient Reason from the ontotheological tradition no less than from its Heideggerian deconstruction. What remains then of Meillassoux’s criticism in After finitude: An Essay on the Necessity of Contigency that Deleuze no less than Hegel hypostatizes or absolutizes the correlation between thinking and being and thus brings back a vitalist version of speculative idealism through the back door?
At stake in Meillassoux’s criticism of the Principle of Sufficient Reason is a double problem: the conditions of possibility of thinking and knowing an absolute and subsequently the conditions of possibility of rational ideology critique. The first problem is primarily epistemological: how can philosophy justify scientific knowledge claims about a reality that is anterior to our relation to it and that is hence not given in the transcendental object of possible experience (the arche-fossil )? This is a problem for all post-Kantian epistemologies that hold that we can only ever know the correlate of being and thought. Instead of confronting this weak correlationist position head on, however, Meillassoux seeks a solution in the even stronger correlationist position that denies not only the knowability of the in itself, but also its very thinkability or imaginability. Simplified: if strong correlationists such as Heidegger or Wittgenstein insist on the historicity or facticity (non-necessity) of the correlation of reason and ground in order to demonstrate the impossibility of thought’s self-absolutization, then the very force of their argument, if it is not to contradict itself, implies more than they are willing to accept: the necessity of the contingency of the transcendental structure of the for itself. As a consequence, correlationism is incapable of demonstrating itself to be necessary. This is what Meillassoux calls the principle of factiality or the principle of unreason. It says that it is possible to think of two things that exist independently of thought’s relation to it: contingency as such and the principle of non-contradiction. The principle of unreason thus enables the intellectual intuition of something that is absolutely in itself, namely the absolute impossibility of a necessary being. And this in turn implies the real possibility of the completely random and unpredictable transformation of all things from one moment to the next. Logically speaking, the absolute is thus a hyperchaos or something akin to Time in which nothing is impossible, except it be necessary beings or necessary temporal experiences such as the laws of physics.
There is, moreover, nothing mysterious about this chaos. Contingency, and Meillassoux consistently refers to this as Hume’s discovery, is a purely logical and rational necessity, since without the principle of non-contradiction not even the principle of factiality would be absolute. It is thus a rational necessity that puts the Principle of Sufficient Reason out of action, since it would be irrational to claim that it is a real necessity as everything that is is devoid of any reason to be as it is. This leads Meillassoux to the surprising conclusion that [t]he Principle of Sufficient Reason is thus another name for the irrational… The refusal of the Principle of Sufficient Reason is not the refusal of reason, but the discovery of the power of chaos harboured by its fundamental principle (non-contradiction). (Meillassoux 2007: 61) The principle of factiality thus legitimates or founds the rationalist requirement that reality be perfectly amenable to conceptual comprehension at the same time that it opens up [a] world emancipated from the Principle of Sufficient Reason (Meillassoux) but founded only on that of non-contradiction.
This emancipation brings us to the practical problem Meillassoux tries to solve, namely the possibility of ideology critique. Correlationism is essentially a discourse on the limits of thought for which the deabsolutization of the Principle of Sufficient Reason marks reason’s discovery of its own essential inability to uncover an absolute. Thus if the Galilean-Copernican revolution of modern science meant the paradoxical unveiling of thought’s capacity to think what there is regardless of whether thought exists or not, then Kant’s correlationist version of the Copernican revolution was in fact a Ptolemaic counterrevolution. Since Kant and even more since Heidegger, philosophy has been adverse precisely to the speculative import of modern science as a formal, mathematical knowledge of nature. Its unintended consequence is therefore that questions of ultimate reasons have been dislocated from the domain of metaphysics into that of non-rational, fideist discourse. Philosophy has thus made the contemporary end of metaphysics complicit with the religious belief in the Principle of Sufficient Reason beyond its very thinkability. Whence Meillassoux’s counter-intuitive conclusion that the refusal of the Principle of Sufficient Reason furnishes the minimal condition for every critique of ideology, insofar as ideology cannot be identified with just any variety of deceptive representation, but is rather any form of pseudo-rationality whose aim is to establish that what exists as a matter of fact exists necessarily. In this way a speculative critique pushes skeptical rationalism’s relinquishment of the Principle of Sufficient Reason to the point where it affirms that there is nothing beneath or beyond the manifest gratuitousness of the given nothing, but the limitless and lawless power of its destruction, emergence, or persistence. Such an absolutizing even though no longer absolutist approach would be the minimal condition for every critique of ideology: to reject dogmatic metaphysics means to reject all real necessity, and a fortiori to reject the Principle of Sufficient Reason, as well as the ontological argument.
On the one hand, Deleuze’s criticism of Heidegger bears many similarities to that of Meillassoux when he redefines the Principle of Sufficient Reason in terms of contingent reason or with Nietzsche and Mallarmé: nothing rather than something such that whatever exists is a fiat in itself. His Principle of Sufficient Reason is the plastic, anarchic and nomadic principle of a superior or transcendental empiricism that teaches us a strange reason, that of the multiple, chaos and difference. On the other hand, however, the fact that Deleuze still speaks of reason should make us wary. For whereas Deleuze seeks to reunite chaotic being with systematic thought, Meillassoux revives the classical opposition between empiricism and rationalism precisely in order to attack the pre-Kantian, absolute validity of the Principle of Sufficient Reason. His argument implies a return to a non-correlationist version of Kantianism insofar as it relies on the gap between being and thought and thus upon a logic of representation that renders Deleuze’s Principle of Sufficient Reason unrecognizable, either through a concept of time, or through materialism.
Statistical Mechanics. Note Quote.
Central to statistical mechanics is the notion of a state space. A state space is a space of possible states of the world at a time. All of the possibilities in this space are alike with regards to certain static properties, such as the spatiotemporal dimensions of the system, the number of particles, and the masses of these particles. The individual elements of this space are picked out by certain dynamic properties, the locations and momenta of the particles. In versions of classical statistical mechanics like that proposed by David Albert, one of the statistical mechanical laws is a constraint on the initial entropy of the universe. On such theories the space of classical statistical mechanical worlds (and the state spaces that partition it) will only contain worlds whose initial macroconditions are of a suitably low entropy.
In classical statistical mechanics these static and dynamic properties determine the state of the world at a time. Classical mechanics is deterministic: the state of the world at a time determines the history of the system. Earman, Xia, Norton and others have offered counterexamples to the claim that classical mechanics is deterministic. Two comments are in order, however. First, these cases spell trouble for the standard distinction between dynamic and static properties employed by classical statistical mechanics. For example, in some of these cases new particles will unpredictably zoom in from infinity. Since this leads to a change in the number of particles in the system, it would seem the number of particles cannot be properly understood as a static property. Second, although no proof of this exists, prevailing opinion is that these indeterministic cases form a set of Lebesgue measure zero. So in classical statistical mechanics each point in the state space corresponds to a unique history, i.e., to a possible world. We can therefore take a state space to be a set of possible worlds, and the state space and its subsets to be propositions. The state spaces form a partition of the classical statistical mechanical worlds, dividing the classical statistical mechanical worlds into groups of worlds that share the relevant static properties.
Given a state space, we can provide the classical statistical mechanical probabilities. Let m be the Liouville measure, the Lebesgue measure over the canonical representation of the state space, and let K be a subset of the state space. The classical statistical mechanical probability of A relative to K is m(A∩K)/m(K). Note that statistical mechanical probabilities aren’t defined for all object propositions A and relative propositions K. Given the above formula, two conditions must be satisfied for the chance of A relative to K to be defined. Both m(A ∩ K) and m(K) must be defined, and the ratio of m(A ∩ K) to m(K) must be defined.
Despite the superficial similarity, the statistical mechanical probability of A relative to K is not a conditional probability. If it were, we could define the probability of A ‘simpliciter’ as m(A), and retrieve the formula for the probability of A relative to K using the definition of conditional probability. The reason we can’t do this is that the Liouville measure m is not a probability measure; unlike probability measures, there is no upper bound on the value a Liouville measure can take. We only obtain a probability distribution after we take the ratio of m(A ∩ K) and m(K); since m(A ∩ K) ≤ m(K), the ratio of the two terms will always fall in the range of acceptable values, [0,1].
Now, how should we understand statistical mechanical probabilities? A satisfactory account must preserve their explanatory power and normative force. For example, classical mechanics has solutions where ice cubes grow larger when placed in hot water, as well as solutions where ice cubes melt when placed in hot water. Why is it that we only see ice cubes melt when placed in hot water? Statistical mechanics provides the standard explanation. When we look at systems of cups of hot water with ice cubes in them, we find that according to the Liouville measure the vast majority of them quickly develop into cups of lukewarm water, and only a few develop into cups of even hotter water with larger ice cubes. The explanation for why we always see ice cubes melt, then, is that it’s overwhelmingly likely that they’ll melt instead of grow, given the statistical mechanical probabilities. In addition to explanatory power, we take statistical mechanical probabilities to have normative force: it seems irrational to believe that ice cubes are likely to grow when placed in hot water.
The natural account of statistical mechanical probabilities is to take them to be chances. On this account, statistical mechanical probabilities have the explanatory power they do because they’re chances; they represent lawful, empirical and contingent features of the world. Likewise, statistical mechanical probabilities have normative force because they’re chances, and chances normatively constrain our credences via something like the Principal Principle.
But statistical mechanical probabilities cannot be chances on the Lewisian accounts. First, classical statistical mechanical chances are compatible with classical mechanics, a deterministic theory. But on the Lewisian accounts determinism and chance are incompatible. Second, classical statistical mechanics is time symmetric like the Aharonov, Bergmann and Lebowitz (ABL) theory of quantum mechanics and classical statistical mechanics (generally, the ABL theory assigns chances given pre-measurements, given post- measurements, and given pre and post-measurements), and is incompatible with the Lewisian accounts for similar reasons. Consider two propositions, A and K, where A is the proposition that the temperature of the world at t1 is T1, and K is the proposition that the temperature of the world at t0 and t2 is T0 and T2. Consider the chance of A relative to K. On the Lewisian accounts the arguments of the relevant chance distribution will be the classical statistical mechanical laws and a history up to a time. But a history up to what time? The statistical mechanical laws and this history entail the chance distribution on the Lewisian accounts. The distribution depends on the relative state K, and a history must run up to t2 to entail K, so we need a history up to t2 to obtain the desired distribution. Since the past is no longer chancy, the chance of any proposition entailed by the history up to t2, including A, must be trivial. But the statistical mechanical chance of A is generally not trivial, so the Lewisian account cannot accommodate such chances. Third, the Lewisian restriction of the second argument of chance distributions to histories is too narrow to accommodate statistical mechanical chances. Consider the case just given, where A is a proposition about the temperature of the world at t1 and K a proposition about the temperature of the world at t0 and t2. Consider also a third proposition K′, that the temperature of the world at t0, t1.5 and t2 is T0, T1.5 and T2, respectively. On the Lewisian accounts it looks like the chance of A relative to K and the chance of A relative to K′ will have the same arguments: the statistical mechanical laws and a history up to t2. But for many values of T1.5, statistical mechanics will assign different chances to A relative to K and A relative to K′.
It’s not surprising that the Lewisian account of the arguments of chance distributions is at odds with statistical mechanical chances. It’s natural to take classical statistical mechanics T and the relative state K to be the arguments of statistical mechanical distributions, since T and K alone entail these distributions. But taking T and K to be the arguments conflicts with the Lewisian accounts, since while K can be a history up to a time, often it is not.
So the Lewisian accounts are committed to denying that statistical mechanical probabilities are chances. Instead, they take them to be subjective values of some kind. There’s a long tradition of treating statistical mechanical probabilities this way, taking them to represent the degrees of belief a rational agent should have in a particular state of ignorance. Focusing on classical statistical mechanics, it proceeds along the following lines.
Start with the intuition that some version of the Indifference Principle – the principle that you should have equal credences in possibilities you’re epistemically ‘in- different’ between – should be a constraint on the beliefs of rational beings. There are generally too many possibilities in statistical mechanical cases – an uncountably infinite number – to apply the standard Indifference Principle to. But given the intuition behind indifference, it seems we can adopt a modified version of the Indifference Principle: when faced with a continuum number of possibilities that you’re epistemically indifferent between, your degrees of belief in these possibilities should match the values assigned to them by an appropriately uniform measure. The properties of the Lebesgue measure make it a natural candidate for this measure. Granting this, it seems the statistical mechanical probabilities fall out of principles of rationality: if you only know K about the world, then your credence that the world is in some set of states A should be equal to the proportion (according to the Lebesgue measure) of K states that are A states. Thus it seems we recover the normative force of statistical mechanical probabilities without having to posit chances.
However, this account of statistical mechanical probabilities is untenable. First, the account suffers from a technical problem. The representation of the state space determines the Lebesgue measure of a set of states, and there are an infinite number of ways to represent the state space. So there are an infinite number of ways to ‘uniformly’ assign credences to the space of possibilities. Classical statistical mechanics uses the Lebesgue measure over the canonical representation of the state space, the Liouville measure, but no compelling argument has been given for why this is the right way to represent the space of possibilities when we’re trying to quantify our ignorance. So it doesn’t seem that we can recover statistical mechanical probabilities from intuitions regarding indifference after all.
Second, the kinds of values this account provides can’t play the explanatory role we take statistical mechanical probabilities to play. On this account statistical mechanical probabilities don’t come from the laws. Rather, they’re a priori necessary facts about what it’s rational to believe when in a certain state of ignorance. But if these facts are a priori and necessary, they’re incapable of explaining a posteriori and contingent facts about our world, like why ice cubes usually melt when placed in hot water. Furthermore, as a purely normative principle, the Indifference Principle isn’t the kind of thing that could explain the success of statistical mechanics. Grant that a priori it’s rational to believe that ice cubes will usually melt when placed in hot water: that does nothing to explain why in fact ice cubes do usually melt when placed in hot water.
The indifference account of statistical mechanical probabilities is untenable. The only viable account of statistical mechanical probabilities on offer is that they are chances, and the Lewisian theories of chance are incompatible with statistical mechanical chances. A proposal is in place to correct these views. The proposal is to allow the second argument of chance distributions to be propositions other than histories, and to reject the two additional claims about chance the Lewisian theories make: that the past is no longer chancy, and that determinism and chance are incompatible. The two additional claims of the Lewisian theories stipulate properties of chance distributions that are incompatible with time symmetric and deterministic chances; by rejecting these two additional claims, we eliminate these stipulated incompatibilities. By allowing the second argument to be propositions other than histories, we can incorporate the time symmetric arguments needed for theories like the ABL theory and the more varied arguments needed for statistical mechanical theories.
Genesis and Evaluation of Political Philosophy of Thomas Hobbes. Part 2.
Hobbes recognizes the nature of the ideal of an exact philosophical morality,which is paradoxical and makes it the backbone of his political philosophy. In his moral philosophy also, the antithesis between the virtue and pseudo-virtue forms a constituent part. He also teaches that true virtue and pseudo-virtue differ only in their reason. Like Plato, he also recognizes only political virtues. Hobbes also distrusts rhetoric, in a way, which recalls Plato.
A pleader commonly thinks he ought to say all he can for the benefit of his client, and therefore has need of a faculty to wrest the sense of words from their true meaning, and the faculty of rhetoric to seduce the jury, and sometimes the judge also, and many other arts which I neither have, nor intend to study.
Basing his reason on Platonic approach, he thought that the difference between the analysis of ordinary values and of passions given in Aristotle’s rhetoric on the one hand, and the theory of ethics on the other, not nearly great enough. While in Aristotle’s view the common passionate valuations have a peculiar consistency and universality, Hobbes, by reason of his radical criticism of opinion as such, cannot but deny them this dignity.
What Hobbes’ political philosophy owes to Platonism is the antithesis between truth and appearance, the fitting and the great, between reason and passion. From the very outset, Hobbes’ conviction was the antithesis between vanity and fear and for him, it was of fundamental importance for morals. But in the beginning, Hobbes understood this antithesis as an antithesis within the domain of the passions. But when he turned to Plato, he began to conceive this antithesis between vanity and fear as the antithesis between passion and reason. However, resolutely Hobbes demands a completely passionless, purely rational political philosophy, he desires, as it were, in the same breath, that the norm to be set by reason should be in accord with the passions. Respect for applicability determines the seeking after the norm from the outset. With this, Hobbes does not merely tacitly adopt Aristotle’s criticism of Plato’s political philosophy but he goes much beyond Aristotle.
Primary reason for Hobbes’ opposition to Plato, is the motive for turning to Euclid as to the ‘resolutive-compositive’ method. In this method, the given object of investigation is first analysed, traced back to its reasons, and then by completely lucid deduction the object is again reconstituted. The axioms, which Hobbes gains by going back from the existing State to its reasons, and from there he deduces the form of the right State; are according to him, the man’s natural selfishness and the fear of death. Hobbes’ political philosophy differs from Plato in that, in the latter, exactness means the undistorted reliability of the standards, while in the former, exactness means unconditional applicability, under all circumstances. Hobbes took the ‘resolutive-compositive’ method over from Galileo. He believes that by this method he can achieve for political philosophy what Galileo achieved for physics. But the adequacy for physics does not guarantee its adequacy for political philosophy. For while the subject for physics is the natural body, the subject of political philosophy is an artificial body, i.e. a whole that has to be made by men from natural wholes. Thus the concern of political philosophy is not so much knowledge of the artificial body as the production of that body. Political philosophy analyses the existing State into its elements only in order that by a better synthesis of those elements the right State may be produced. Political philosophy thus becomes a technique for the regulation of the State. Its task is to alter the unstable balance of the existing State to the stable balance of the right State. The introduction of Galileo’s method into political philosophy from the outset renounces all discussions of the fundamental political problems, i.e. the elimination of the fundamental question as to the aim of the State.
Hobbes doesn’t question the necessity of political philosophy, i.e. he doesn’t ask first, ‘What is virtue?’ and ‘Can it be taught?’ and ‘What is the aim of the State?’, because for him, these questions are answered by tradition, or by common opinion. The aim of the State is for him as a matter of course peace, i.e. peace at any price. The underlying presupposition is that violent death is the first and greatest and supreme evil. After finding this presupposition as a principle when he analysed the existing State, he proceeds to deduce from it the right State; opposed to Plato, whose consideration of the genesis of the State seems superficially akin, but has the character of reflection, of deliberate questioning of what is good and fitting. Convinced of the absolutely typical character of the mathematical method, according to which one proceeds from axioms to self-evident truths/conclusions, Hobbes fails to realize that in the ‘beginning’, in the ‘evident’ presuppositions whether of mathematics or of politics, the task of ‘dialectic’ is hidden. Hobbes considers it superfluous, even dangerous, to take as one’s point of departure what men say about justice and so forth: ‘the names of virtues and vices…can never be true grounds of any ratiocination’. The application of the ‘resolutive-compositive’ method to political philosophy is of doubtful value as it prevented Hobbes from asking the questions as to the standard. He begins his political philosophy with the question as to the nature of the man in the sense of that which falls to all men before education. If the procedure of deducing the right State is to be significant, the principles themselves contain the answer to the question as to the right State, as to the standard. Hobbes characterizes the two principles viz., limitless self-love on the one hand and that of violent death on the other as he principles of the wrong and the principles of the right. But this characterization does not arise from the analysis, for the analysis can only show the principles of the existing State, and cannot, therefore, teach anything about the rightness and wrongness of those principles, and, on the other hand, this characterization is the presupposition of the synthesis, which as a synthesis of the right State cannot arise until it has been established what is the right. This qualification, which follows the analysis and precedes the synthesis, is certainly into the frame of the ‘resolutive-compositive’ method; but it is not to be understood from this method, either in general or even in particular. The justification of the standard, which is the fundamental part of the political philosophy, is hidden by the ‘resolutive-compositive’ method and even made unrecognizable.
What is justified in this way is indeed not a standard, an obligation; but a right, a claim. According to Hobbes, the basis of politics is not the ‘law of nature’, but the ‘right of nature’. This right is the minimum claim, which as such is fundamentally just, and the origin of any other just claim; more exactly, it is unconditionally just because it can be answered for in face of all men in all circumstances. A claim of this kind is only the claim to defend life and limb. Its opposite is the maximum claim, which is fundamentally unjust, for it cannot be answered for in face of any other man. The maximum claim, the claim man makes by nature, i.e. as long as he is not educated by ‘unforeseen mischances’, is the claim to triumph over all other men. This ‘natural’ claim is checked by fear of violent death and becomes man’s rational minimum claim, and thus ‘right of nature’ comes into being, or atleast comes to light. That is to say, the ‘right of nature’ is the first juridical or moral fact, which arises if one, starts from man’s nature i.e. from man’s natural appetite. The ‘law of nature’ belongs to a much later stage of the progress from human nature to the State: ‘natural right’ is dealt with in the first chapter of De Cive, ‘natural law’ in the second and third chapters.
The ‘law of nature’ owes all its dignity simply to the circumstances that it is the necessary consequence of the ‘right of nature’. We may ask the question as to what is the peculiarity of modern political thought in relation to the classical political thought? While modern thought starts from the rights of the individual, and conceives the State as existing to secure the conditions of his development, Greek thought starts from the right of the State. Modern and classical political philosophy are fundamentally distinguished in that modern political philosophy takes ‘right’ as the starting point, whereas classical political philosophy has ‘law’ as its starting point.
Hobbes marked an epoch not only by subordinating law to right. He was at the same time ‘the first writer to grasp the full importance of the idea of sovereignty…he must take the credit of being the first to see that the idea of sovereignty lies at the very root of the whole theory of the State; and the first to realize the necessity of fixing precisely where it lies, and what are its functions and its limits’. By this also Hobbes stands in contrast to classical political philosophy: ‘Amongst the most notable omissions of Greek philosophy is the absence of any clear attempt to define the nature of sovereignty, to determine its seat, or settle the ultimate sanction on which it rests’. In classical times, the question, ‘who or what shall rule?’ has the antiquity answer running, ‘the law’. Philosophers who could not acquiesce in the Divine origin of the law justify this answer in the following way: the rational should rule over the irrational (the old over the young, the man over the woman, the master over the slave) and therefore law over men. Granting that there are men who by force of reason are undoubtedly superior to others, would those others submit to them merely on this ground, and obey them? Would they recognize their superiority? But doubt does not stop at that. It is denied that any considerable difference in reasonableness exists between men. Because reason is essentially impotent, it is not enough to reply that reason is the origin and the seat of sovereignty. Thus it becomes fundamentally questionable, which of the men who are equal and alike is to rule over the others, and under which conditions and within which limits, they have a claim to rule. Because all men a re equally reasonable, the reason of one or more individuals must arbitrarily be made the standard reason as an artificial substitute for the lacking natural superiority of the reason. Because reason is impotent, the rational ‘law of nature’ also loses its dignity. In its place we have the ‘right of nature’ which is, indeed, according to reason but dictated not by reason but by the fear of death. The break with rationalism is thus the decisive presupposition for the concept of sovereignty as well as for the supplanting of ‘law’ by ‘right’.
Hobbes in his writings conceives sovereign power not as reason but as will. Hobbes expressly turns against the view still predominant in his age that the holder of the sovereign power is in the same relation to the State as the head to the whole man. The holder of the sovereign power is not the ‘head’, that is, the capacity to deliberate and plan, but the ‘soul’, that is, the capacity to command, in the State. The explicit break with rationalism is thus the reason for the antithesis of modern political thought to classical and is characterized thusly: ‘the Greeks believed in the need of education to tune and harmonize social opinions to the spirit and tone of a fixed and fundamental law. The modern belief is the need of a representation to adjust and harmonize a fluid and changing and subordinate law to the movement of a sovereign public opinion or ‘general will’.
The view of classical rationalism, that only reason justifies dominion, found its most radical expression in Plato’s saying that the only necessary and adequate condition for the weal of a State is that the philosophers should be Kings and Kings philosophers. This amounts to stating that the setting up of a perfect commonwealth depends exclusively on ‘internal policy’ and not at all on foreign policy. From here on, Plato’s theory of justice can be summed up thus: there is no happiness for men without justice; justice means attending to one’s own business, bringing oneself into the right disposition with regard to the transcendent unchanging norm, to which the soul is akin, and not meddling into other people’s affairs; and justice in the State is not different from justice in the individual, except that the State is self-sufficient and can thus practice justice; attending to its own business; incomparably more perfectly than can the individual who is not self-sufficient. The citizens of the perfect State, for this very reason to foreigners, happen to be either allies to be esteemed or foes to be feared. Let us take Plato’s example; if the essence of the thing is to be preferred to its external conditions, to the self-realization and self-assertion of that thing against its external conditions, then, for instance, the right constitution of the body, its health, is to be preferred to its return to its health, to its recovery after its loss of health. By this example, Plato makes clear that the good statesman carries out his legislation with an eye to peace, which is to the good internal constitution of the State, and not with an eye to war, that is, to the assertion of the State against external conditions. Hobbes differs from Plato and asserts that the recovery of health is to be preferred to the undisturbed possession of health. While for Plato and to an extent for Aristotle, and in accordance with the primary interest they attach to home policy, the question of the number of inhabitants of the perfect State, that is, the limits set to the State by its inner necessity, is of decisive importance; Hobbes brushes this question aside in these words: ‘The Multitude sufficient to confide in for our security, is not determined by any certain number, but by comparison by the enemy we feare…’ The primacy of foreign policy is not specifically taught by Hobbes, but it is an integral part of all of modern political philosophy. Immanuel Kant in one of his works has a phrase, which runs like: ‘The problem of establishing a perfect civil constitution is dependent on the problem of a lawful external relation between the States and cannot be solved independently of the solution of the latter problem’.
The antithesis between Platonic and Hobbesian political philosophy, reduced to principle, is that the former orientates itself by speech and the latter from the outset refuses to do so. This refusal originally arises from what may be called natural valuations. While Plato goes back to the truth hidden in the natural valuations and thereof seeks to teach nothing new and unheard of, but to recall what is known to all but not understood, Hobbes, rejecting the natural valuations in principle, goes beyond, goes forward to a new a priori political philosophy, which is of the future and freely projected. Measured by Aristotle’s classical explanation of morals, Platonic moral philosophy is as paradoxical as Hobbes’. But whereas the paradoxical nature of Platonic moral philosophy is as irreversible as the ‘cave’ existence of men bound to the body, Hobbes’ moral philosophy is destined sooner or later to change from paradox to an accepted form of public opinion. The paradoxical nature of Hobbes’ moral philosophy is the paradox of the surprisingly new, unheard of venture. Whereas Plato retraces natural morals and the orientation provided by them to their origin, Hobbes must attempt in sovereignty, and without this orientation, to discover the principles of morals. Hobbes travels the path, which leads to formal ethics and finally to relativist skepticism. The enormous extension of the claims made on political science leads at least to a denial of the very idea of political science and to the replacement of political science by sociology. Plato does not question the virtue character of courage, to which speech bears witness but simply opposes the over-estimation of courage, which underlies the popular opinion. Hobbes, because he renounced all orientation by speech, goes so far to deny the virtue character of courage. And just as disdain of speech finally leads to relativist skepticism, the negation of courage leads to the controversial position of courage, which becomes more and more acute on the way from Rousseau by Hegel to Nietzsche and is completed by the reabsorption of wisdom by courage, in the view that the ideal is not the object of wisdom, but the hazardous venture of the will.
Relinquishing orientation by speech does not mean that Hobbes ‘forgets’ the question of standards, but that he poses this question only as an afterthought, and, therefore, inadequately. Whereas Plato distinguishes between two kinds of reasons, the good and the necessary, Hobbes recognizes only one kind, the necessary. Since as a result of this he is obliged to take into account the inevitable difference between the good and the necessary within the necessary itself, the question of the standard, of the good, becomes for him the question of what is par excellence necessary, and he discovers the retreat from death as the necessary par excellence. For Hobbes, the denial of natural standards was irrefutably evident on the basis of his materialist metaphysics. Thus this metaphysics is the implicit pre-supposition even of his turning to Euclid, provided that the acceptance of the ‘mathematical’ method presupposes the negation of absolute standards. For the question arises; why did Hobbes decide in favour of materialism? On the ground of what primary conviction was materialism so vividly evident for him? The answer can be based on rough indications i.e. Hobbes’ turn to natural science is to be explained by his interest not so much in nature as in man, in self knowledge of man as he really is, i.e. by the interest that characterized him even in his humanist period. His scientific explanation of sense perception is characterized by the fact that it interprets perception of the higher senses by the sense of touch; and the preference for the sense of touch, which this presupposes is already implied in Hobbes’ original view of fundamental significance of the antithesis between vanity and fear. If Hobbes’ natural science is dependent on his ‘humanist’, that is moral, interests and convictions, on the other hand a particular conception of nature is the implicit basis of his views on moral and political philosophy. It is certain that the conception of nature, which is the presupposition of his political philosophy and the conception of nature, which he explains in his scientific writings, has a kinship and which in principle are to be kept separate. It is for these reasons that his scientific investigations could exert a powerful influence on the evolution of his political philosophy. He could not have maintained his thesis that death is the greatest and supreme evil but for the conviction vouched for by his natural science that the soul is not immortal. His criticism of aristocratic virtue and his denial of any gradation in mankind gains certainty only through his conception of nature, according to which there is no order, that is, no gradation in nature. From this standpoint we can understand the difference between Hobbes’ conception of Pride and the traditional conception. ‘Pride’ in the traditional sense means rebellion against the gradation of beings; it presupposes, therefore, the existence and the obligatory character of that gradation. Hobbes’ conception of ‘Pride’, on the other hand, presupposes the denial of natural gradation; this conception is, indeed, nothing other than a means of ‘explaining’, i.e. of denying that gradation: the allegedly natural gradation concerning the faculties of the mind proceeds from a ‘a vain concept of ones own wisdom, which almost all men think they have in a greater degree, than the Vulgar’. The idea of civilization achieves its telling effect solely by reason of the presupposition that the civilization of human nature can go on boundlessly, because what tradition in agreement with common sense had understood as given and immutable human nature is for the main part a mere ‘natural limit’, which may be over passed. Very little is innate in man; most of what is alleged to come to him from the nature is acquired and therefore mutable, as conditions change; the most important peculiarities of man; speech, reason, sociality are not gifts of nature, but the work of his will. This example creates a duality in his political philosophy. The idea of civilization presupposes that man, by virtue of his intelligence, can place himself outside nature, can rebel against nature. The antithesis of nature and human will is hidden by the monist (materialist-deterministic) metaphysic, which Hobbes found himself forced to adopt simply because he saw no other possibility of escaping the ‘Kingdom of darkness’. This signifies that the moral basis of his political philosophy becomes more and more disguised, the farther the evolution of his natural science progresses. In other words, with the progressive evolution of his natural sciences, vanity, which must of necessity be treated from the moral standpoint, is more and more replaced by the striving for power, which is neutral and therefore more amenable to scientific interpretation. But Hobbes took great care not to follow this path as he thought that consistent naturalism would ruin his political philosophy. To compare Spinoza with Hobbes, Spinoza was more naturalistic than Hobbes. Spinoza relinquished the distinction between ‘might’ and ‘right’ and taught the natural right of all passions. Hobbes, on the other hand, by virtue of the basis of his political philosophy asserted the natural right only of the fear of death. On the other hand, if we consider Montesquieu, who carried the naturalistic analysis of the passions to its logical conclusion, came forward with the result that the State of nature cannot be the war of all against all this clearly exemplifies that if inconsistent naturalism is compatible with Hobbes’ political philosophy, the consistent naturalism, which Hobbes displays in his scientific writings cannot be the foundation of his political philosophy. This foundation must be another conception of nature, which although being related to naturalism is by no means identical to it.
Therefore, the foundation of Hobbes’ political philosophy, which is the moral attitude to which it owes its existence, is objectively prior to the mathematical scientific founding and presentation of that philosophy. The mathematical method and the materialistic metaphysics each in their own way contributed to disguise the original motivation to undermine Hobbes’ political philosophy. Hence, Leviathan is by no means an adequate source for an understanding of Hobbes’ moral and political philosophy, although the presuppositions and conclusions dealing with moral attitude are clearly manifest in the Leviathan.