A Short History of Philosophy

From Ancient Greece to the Post-Modernist Era

Peter Gibson

• Editore: Arcturus
• Anno: 2020
• ISBN:
  9781398802001
• Argomento: Filosofia
• Categoria: Filosofia antica e classica

The world's great philosophers have always wrestled with the crucial questions about human nature and the world we live in: How should we live our lives? What is knowledge? How should society be organized? Over the centuries, philosophers have come up with an array of compelling answers to these questions. A Short History of Philosophy takes you on an entertaining and informative journey through the landscape of western philosophy from Plato to Jean-Paul Sartre. Whether discussing the origins of metaphysics, the merits of idealism, or the questions raised by existentialism, Peter Gibson brings to life the ideas of these great thinkers and carefully explains their reasoning in straightforward, easy-to-understand language.This lively, accessible guide provides the perfect starting point for anyone interested in philosophy.

Chapter 1

The Philosophy of Nature (585–399 bce)

The earliest period of philosophy was dominated by famous individuals, who were treated more like high priests of knowledge than as humble students of the truth. At first each thinker simply proposed his own theory of nature’s hidden secrets. Proper philosophy began when it was realized that these basic theories have many implications, and when the thinkers responded to criticism with cool arguments rather than hostility. There is an interval of nearly two hundred years between the earliest ideas and the writing of the first surviving books. Philosophy began very slowly, but we can see a mounting sense of excitement among the Greeks towards the end of this first period, as the discussions become more complex, intense and wide-ranging.

Explaining nature (585–420 bce)

The ancient Greeks were in agreement about two facts regarding the origin of philosophy: that it began in Miletus, a wealthy Greek colony on the coast of modern Turkey, and that the first philosopher was Thales, who flourished around 585 bce. Two further citizens of Miletus – Anaximander (fl. 570 bce) and Anaximenes (fl. 550 bce) – extended the thinking of Thales, and launched the philosophical tradition.

Thales was a distinguished thinker in many areas, including geometry and astronomy, and was later named as the first of the Seven Sages of Greece. Aristotle tells us that Thales was so struck with the remarkable properties of magnets that he thought there might be a soul in all of nature, and that this soul was the cause of movement. His most celebrated proposal was that the first principle of nature is water – that is, all explanations of nature lead back to water, as the fundamental substance which gives rise to everything else. Presumably this idea arose because of the universal presence of moisture, not only in the seas and in rain, but also within plants and animals, and in the underground sources of rivers. Thales even suggested that the known world floats on water.

Thales was the earliest philosopher, and tried to deduce the simplest hidden principles of nature.

This isolated theory is important because it provoked disagreement and rival theories, and suggested new problems. Thales found nature puzzling, and was not interested in explanations involving angry gods or local spirits. He did not reject Greek mythology, but he looked for an explanation of nature within nature itself – one which could be understood by mere human reason.

Thales’ theory is, of course, the beginning of science, rather than of philosophy, but for two thousand years they formed a single subject. The interest for philosophers was to follow the scientific theory that nature is essentially water, and see where it led. Anaximander belonged to the next generation in Miletus, and must have known Thales well, but he rejected water as the first principle (since, for a start, it can’t explain dry things). The very idea that he could reject the theory of the person who probably taught him is a striking development, since the acceptance of orthodox beliefs had always been the norm. The critical attitude needed for philosophy was beginning to emerge.

Anaximander presumed that we are at the centre of the cosmos, and he concluded that the cosmos must be eternal. He thought in terms of a continual process of creation and destruction guided by justice, since most ancient Greeks saw the cosmos as the embodiment of moral goodness. His most famous idea is that the process of creation and destruction can be explained by a single underlying substance, which is not something we know (such as water), but is the apeiron (‘the unlimited’), which is eternal and boundless, and can take many forms. This bold speculation still appeals to modern physicists who seek a unified account of matter.

Anaximenes, who must have known Anaximander, was also interested in astronomy and the foundations of nature. He evidently disliked the obscure concept of the apeiron, because he looked for a basic substance that is observable, and decided that air is a better candidate than water, because air condenses into water, and water evaporates back into air. Nature depends on continual change, and these transformations of air can actually be observed. He was particularly struck by human breath (pneuma), which shows the total dependence of humans on air.

The Milesian school ended when the Persians conquered the city. However, the important contribution of these thinkers is not only their ideas, but the fact that Anaximander and Anaximenes wrote books about them. Their books were copied and circulated, so subsequent generations were no longer starting their enquiries from a blank slate. Maybe the real stars of this history are not the thinkers, but their books.

The next major thinker about nature was startlingly different. Pythagoras (fl. 530 bce) came from the island of Samos, not far from Miletus. He quickly became a legendary figure, credited with many achievements which may not all have been his. Since a Pythagorean school emerged from his career, and lasted for at least nine hundred years, we know quite a lot about his doctrines. He took the main feature of the cosmos to be its beautiful harmonious order, rather than its cycle of creation and destruction. Therefore music had a special status for him, because of its harmony, and this led to an intriguing discovery. If you stretch a string and twang it, you can produce two pairs of notes which exhibit very harmonious intervals. Stopping the string at exactly half of its length results in the note going up an octave. If your stop reduces the vibrating length by two fifths, the note goes up by a fifth. This is hugely important for musical harmony, but the interest of Pythagoras was in the exact numbers involved. It appeared that harmony could be explained by numbers, suggesting that nature might be explained by its ratios.

If perfect ratios, such as 2:1 for the octave and 3:2 for the fifth, could explain harmony, then the hunt was on for other ratios in nature. Pythagoras attracted followers, and set up a school at Croton in southern Italy. The scholars developed mystical doctrines, many of them centred on patterns of numbers, such as the tectractys (a four-row triangle, with four, three, two and one units in the rows), which seemed to symbolize the structure of nature. The doctrines developed by the highly secretive Pythagoreans led to increasingly sweeping claims, amounting to the idea that nature is literally made of numbers. This can be illustrated by the later idea of the Golden Ratio (where a line is divided into larger a and smaller b, so that the ratio of a to b is identical to the ratio of the whole line (a +b) to a (that is, a:b = (a+b):a). This ratio (roughly 1.61:1) was felt to exhibit visual harmony, just as the earlier ratios exhibited audible harmony.

Initially Pythagoras’ idea that nature is mathematical may have held limited interest for philosophers, but a dramatic discovery soon changed that. The Pythagoreans saw nature as entirely controlled by the harmonious ratios of whole numbers. It is not surprising that they found a mystical significance in the whole numbers, and even understood moral justice in terms of ratios. The bombshell that disrupted this neat view was a new proof, showing that the diagonal of a unit-sided square cannot be expressed as a ratio of whole numbers (because it is the square root of two, which is an ‘irrational’ number). The Pythagoreans had to face the failure of their precise and complete theory of nature. (The modern logician Kurt Gödel had a similar impact in 1931, when he showed that some truths of arithmetic can never be proved). After this event the status of mathematics became a major and enduring topic in philosophy.

Ephesus was a coastal city near Miletus, and the fascinating figure of Heraclitus flourished there in around 490 bce. We have more than a hundred of his short quotations, which include ideas on nature, knowledge, morality and politics. He was clearly influenced by the Milesians, because he proposed that the first principle of nature is fire. This plays the same role as the apeiron of Anaximander, by keeping nature eternally the same, despite its superficial changes. Fire also has the same advantage as water or air, in that we can actually observe it, and assess its qualities. Heraclitus’ concept is close to the crucial role played by energy in modern physics.

Pythagoras was impressed by order, but Heraclitus was far more taken by nature’s changes and instability. His most famous remark is ‘all is flux’ (or ‘everything flows’), which introduces the idea that nature is dominated by unstable Becoming rather than stable Being. His famous illustration of this idea is that ‘you cannot step twice into the same river’, which implies that even stable elements such as rivers are in a continual shifting process, just as fire is both eternal and constantly changing. The stability that we find in much of nature, despite the underlying fiery flux, is illustrated by pairs of opposing forces that achieve equilibrium, such as the tensions found in a lyre or a bow. New things also emerge from the ‘strife’ between opposites, so this energetic tension is the driving force of nature.

Heraclitus saw nature as continually changing, with tensions between opposed forces producing stability.

An important step was Heraclitus’ focus on the word logos, which roughly means rational speech, and is the hallmark of clear thought and successful explanation. This began the idea that philosophy aspires to calm and accurate reasoning, even when surrounded by chaos, and shows it becoming more self-conscious about its own activities. Heraclitus was doubtful about our ability to achieve logos, though, and he gloomily remarked that ‘the fairest cosmos is just a random heap of sweepings’. Of human behaviour he made the striking remark that ‘character is fate’.

The early Greek world was spread widely across the Mediterranean, and the next important figure, Parmenides, emerged in Elea, which was on the west coast of Italy, where he probably flourished around 470 bce. He is a figure of major importance, because he asked new deep questions which inspired both awe and perplexity, offered arguments to support each part of his position, and was probably the first philosopher to study what we now call metaphysics. His quotations are confined to the fragments of his only piece of writing, a poem about nature.

Rather than explaining nature by an observable element or by mathematics, he aimed to directly understand existence itself, covered by the word ‘Being’. This may look like a hopeless task, but it has often fascinated philosophers, and it resurfaced in the nineteenth-century philosophy of Hegel. Parmenides said we begin to understand Being through its contrast with Non-Being. He raised the question of what happens when you continually subdivide physical matter, and concluded that you would eventually subdivide it out of existence, which is an absurdity. Hence dividing matter is impossible, and Being is a perfect unity. Also, all movement needs an emptiness into which it can move, but emptiness is Non-Being and cannot exist, so the apparent movement of Being must be an illusion (and even the Becoming of Heraclitus never occurs). Since, also, no power could produce Being out of Non-Being, or reduce Being back to Non-Being, it follows that Being must be eternal. Finally, there is no reason why it should be greater in one direction rather than another, so true reality must be spherical in shape.

The startling conclusion of these very abstract arguments is that Being is actually an eternal, indivisible, unmoving sphere (later called ‘the One’). It led to heated subsequent discussion, and found few followers, but what fascinated philosophers were the careful arguments offered by Parmenides in support of his views. His underlying principle that things can only be different if there is some reason for the difference came to be called the Principle of Sufficient Reason – that there is a reason (or explanation or cause) for everything. Because Parmenides favoured the implications of his reasoning, rather than the observations of his senses (which show movement, for example) he is seen as the first Rationalist philosopher (as opposed to the Empiricists, who favoured experience). He also focused later discussions on change, divisibility, the unity of nature, what is necessarily true, and non-existence.

Parmenides’ reasoning about the impossibility of movement was endorsed in further arguments created by his younger follower, Zeno of Elea. The most famous of these is The Achilles, which asks whether the great athlete Achilles could overtake a tortoise in a race, if the tortoise started ahead of Achilles. Common sense says yes, but try reasoning about it as follows: if Achilles is going to overtake the moving tortoise, then clearly Achilles must first reach the current location of the tortoise; when Achilles reaches that location, clearly the moving tortoise will not be there, because it will have moved on; Achilles must thus repeat the operation (of getting to the new location of the tortoise), but the same thing will necessarily happen again; this has to occur every time Achilles tries to catch the tortoise. Hence reason shows that Achilles can never chase and overtake a moving tortoise. This means our normal experience of movement must be a delusion, and Parmenides was right that movement does not occur. If (like most people) you don’t accept Zeno’s conclusion, it is not enough to cite common sense about races – you must specify what is wrong with his argument (which focuses on infinitely small intervals of space and time).

The next major explorer of nature, Empedocles, flourished in Akragas, in southern Sicily, in about 455 bce. His most famous proposal is that rather than one first principle of nature there are four: earth, air, fire and water. He could see no reason to give any one of these priority, but each of them is simple and pure, and they are found in everything which exists. Familiar substances are explained by combinations of these four elements, so that blood is equal parts of each, and bone is two parts each of water and earth, and four parts fire. His basic theory was endorsed by Aristotle, and endured for the next two thousand years.

Empedocles believed the cosmos is eternal, but it was originally very different, consisting of a single divine entity, united by the power of love. The impact of hate dissolved this unity, and the cosmos we experience, with its four elements, is a continual process of combination (caused by love) and division (caused by hate). The living creatures we see now are the result of the...

Indice dei contenuti

• Title Page
• Contents
• Introduction
• Chapter 1 • The Philosophy of Nature (585–399 BCE)
• Chapter 2 • Philosophical Systems (399–322 BCE)
• Chapter 3 • Schools of Philosophy (370 BCE–200 ce)
• Chapter 4 • Philosophy for Christianity (380–1347)
• Chapter 5 • Philosophy for Science (1347–1650)
• Chapter 6 • Philosophy from Experience (1640–1720)
• Chapter 7 • Philosophy from Reason (1640–1720)
• Chapter 8 • Limits of Philosophy (1739–95)
• Chapter 9 • Politics and Idealism (1750–1861)
• Chapter 10 • Mavericks (1819–1910)
• Chapter 11 • Analysis (1879–1951)
• Chapter 12 • Continental Philosophy (1900–84)
• Chapter 13 • Philosophy Since 1960
• Timeline of Western Philosophy
• Picture Credits
• Copyright