Passages similar to: Secret Teachings of All Ages — The Faith of Islam
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Secret Teachings of All Ages
The Faith of Islam (52)
In the same work, among the great Islamic scientists and philosophers who have made substantial contributions to human knowledge are listed Gerber, or Djafer, who in the ninth century laid the foundations for modern chemistry; Ben Musa, who in the tenth century introduced the theory of algebra; Alhaze, who in the eleventh century made a profound study of optics and discovered the magnifying power of convex lenses; and in the eleventh century also, both Avicenna, or Ibn Sina, whose medical encyclopedia was the standard of his age, and the great Qabbalist Avicebron, or Ibn Gebirol.
Of his wisdom, however, the commentaries written by the Pythagoreans afford, in short, the greatest indication; for they adhere to truth in every...
(1) Of his wisdom, however, the commentaries written by the Pythagoreans afford, in short, the greatest indication; for they adhere to truth in every thing, and are more concise than all other compositions, so that they savour of the ancient elegance of style, and the conclusions are exquisitely deduced with divine science. They are also replete with the most condensed conceptions, and are in other respects various and diversified both in the form and the matter. At one and the same time likewise, they are transcendently excellent, and without any deficiency in the diction, and are in an eminent degree full of clear and indubitable arguments, accompanied with scientific demonstration, and as it is said, the most perfect syllogism; as he will find to be the case, who, proceeding in such paths as are fit, does not negligently peruse them.
This science, therefore, concerning intelligible natures and the Gods, Pythagoras delivers in his writings from a supernal origin. Afterwards, he teaches the whole of physics, and unfolds completely ethical philosophy and logic. He likewise delivers all-various disciplines, and the most excellent sciences. And in short there is nothing pertaining to human knowledge which is not accurately discussed in these writings. If therefore it is acknowledged, that of the [Pythagoric] writings which are now in circulation, some were written by Pythagoras himself, but others consist of what he was heard to say, and on this account are anonymous, but are referred to Pythagoras as their author;—if this be the case, it is evident that he was abundantly skilled in all wisdom.
But it is said that he very much applied himself to geometry among the Egyptians. For with the Egyptians there are many geometrical problems; since it is necessary that from remote periods, and from the time of the Gods themselves, on account of the increments and decrements of the Nile, those that were skilful should have measured all the Egyptian land which they cultivated. Hence also geometry derived its name. Neither did they negligently investigate the theory of the celestial orbs, in which likewise Pythagoras was skilled. Moreover, all the theorems about lines appear to have been derived from thence. For it is said that what pertains to computation and numbers, was discovered in Phœnicia. For some persons refer the theorems about the celestial bodies to the Egyptians and Chaldeans in common.
It is said therefore, that Pythagoras having received and increased all these [theories,] imparted the sciences, and at the same time demonstrated them to his auditors with perspicuity and elegance. And he was the first indeed that denominated philosophy, and said that it was the desire, and as it were love of wisdom. But he defined wisdom to be the science of the truth which is in beings. And he said that beings are immaterial and eternal natures, and alone possess an efficacious power, such as incorporeal essences. But that the rest of things are only homonymously beings, and are so denominated through the participation of real beings, and such are corporeal and material forms, which are generated and corrupted, and never truly are.
And that wisdom is the science of things which are properly beings, but not of such as are homonymously so. For corporeal natures are neither the objects of science nor admit of a stable knowledge, since they are infinite and incomprehensible by science, and are as it were, non-beings, when compared with universals, and are incapable of being properly circumscribed by definition. It is impossible however to conceive that there should be science of things which are not naturally the objects of science. Hence it is not probable that there will be a desire of science which has no subsistence, but rather that desire will be extended to things which are properly beings, which exist with invariable permanency, and are always consubsistent with a true appellation.
For it happens that the perception of things which are homonymously beings, and which are never truly what they seem to be, follows the apprehension of real beings; just as the knowledge of particulars follows the science of universals. For he who knows universals properly, says Archytas, will also have a clear perception of the nature of particulars. Hence things which have an existence are not alone, nor only-begotten, nor simple, but they are seen to be various and multiform. For some of them are intelligible and incorporeal natures, and which are denominated beings; but others are corporeal and fall under the perception of sense, and by participation communicate with that which has a real existence. Concerning all these therefore, he delivered the most appropriate sciences, and left nothing [pertaining to them] uninvestigated.
He likewise unfolded to men those sciences which are common [ to all disciplines ,] as for instance the demonstrative, the definitive, and that which consists in dividing, as may be known from the Pythagoric commentaries. He was also accustomed to pour forth sentences resembling Oracles to his familiars in a symbolical manner, and which in the greatest brevity of words contained the most abundant and multifarious meaning, like the Pythian Apollo through certain oracles, or like nature herself through seeds small in bulk, the former exhibiting conceptions, and the latter effects, innumerable in multitude, and difficult to be understood. Of this kind is the sentence, The beginning is the half of the whole , which is an apothegm of Pythagoras himself.
But not only in the present hemistich, but in others of a similar nature, the most divine Pythagoras has concealed the sparks of truth; depositing as in a treasury for those who are capable of being enkindled by them, and with a certain brevity of diction, an extension of theory most ample and difficult to be comprehended, as in the following hemistich:
An Arab loaded his camel with two sacks, filling one with wheat and the second with sand, in order to balance the first. As he was proceeding on his...
An Arab loaded his camel with two sacks, filling one with wheat and the second with sand, in order to balance the first. As he was proceeding on his way he met a certain tradition-monger, who questioned him about the contents of his sacks. On learning that one contained nothing but sand, he pointed out that the object might be attained much better by putting half the wheat in one sack and half in the other. On hearing this, the Arab was so struck by his sagacity that he conceived a great respect for him, and mounted him on his camel. Then he said, "As you possess such great wisdom. I presume that you are a king or a Vazir, or at least a very rich and powerful noble." The theologian, replied, "On the contrary. I am a very poor man; all the riches my learning has brought me are weariness and headaches, and I know not where to look for a loaf of bread." The Arab said, "In that case get, off my camel and go your way, and suffer me to go mine, for I see your learning brings ill luck." The moral of the story is the worthlessness of mere human knowledge, and its inferiority to the divine knowledge proceeding from inspiration. This thesis is further illustrated by an account of the mighty works which were done by the saint Ibrahim bin Adham, through the divine knowledge that God had given him. Ibrahim was originally prince of Balkh, but renounced his kingdom and became a saint. One day he was sitting by the shore mending his cloak, when one of his former subjects passed by and marvelled to see him engaged in such a, mean occupation. The saint at once, by inspired knowledge, read his thoughts, and thus corrected his false impressions. He took the needle with which he was mending, his cloak and cast it into the sea. Then with a loud voice he cried out, "O needle rise again from the midst of the sea and come back again into my hands." Without a moment's delay thousands of fishes rose to the surface of the sea, each bearing in its mouth a golden needle, and cried out, "O Shaikh, take these needles of God!" Ibrahim then turned to the noble, saying, "Is not the kingdom of the heart better than the contemptible earthly kingdom I formerly possessed? What you have just seen is a very trifling sign of my spiritual power as it were, a mere leaf plucked to show the beauty of a garden. You have now caught the scent of this garden, and it ought to attract your soul to the garden itself, for you must know that scents have great influence, e.g., the scent of Joseph's coat, which restored Jacob's sight, and the scents which were loved by the Prophet."
Another marked case is that of Zerah Colburn, the mathematical prodigy, whose feats attracted the attention of the scientific world during the last...
(5) Another marked case is that of Zerah Colburn, the mathematical prodigy, whose feats attracted the attention of the scientific world during the last century. In this case, the child under eight years of age, without any previous knowledge of even the common rules of arithmetic, or even of the use and powers of the Arabic numerals, solved a great variety of arithmetical problems by a simple operation of the mind, and without the use of any visible symbols or contrivances. He could answer readily a question involving the statement of the exact number of minutes or seconds in any given period of time. He could also state with equal facility the exact product of the multiplication of any number containing two, three, or four figures by another number consisting of a like number of figures. He could state almost instantly all the factors composing a number of six or seven places of figures. He could likewise determine instantly questions concerning the extraction of the square and cube roots of any number proposed, and likewise whether it was a prime number incapable of division by any other number, for which there is no known general rule among mathematicians. Asked such questions in the midst of his ordinary childish play, he would answer them almost instantly and then proceed with his play.
Chapter XVI: That the Inventors of Other Arts Were Mostly Barbarians. (1)
The Egyptians were the first to introduce astrology among men. Similarly also the Chaldeans. The Egyptians first showed how to burn lamps, and divided...
(1) And barbarians were inventors not only of philosophy, but almost of every art. The Egyptians were the first to introduce astrology among men. Similarly also the Chaldeans. The Egyptians first showed how to burn lamps, and divided the year into twelve months, prohibited intercourse with women in the temples, and enacted that no one should enter the temples from a woman without bathing.
“There was a man among them [i. e. among the Pythagoreans] who was transcendent in knowledge, who possessed the most ample stores of intellectual...
(2) “There was a man among them [i. e. among the Pythagoreans] who was transcendent in knowledge, who possessed the most ample stores of intellectual wealth, and who was in the most eminent degree the adjutor of the works of the wise. For when he extended all the powers of his intellect, he easily beheld every thing, as far as to ten or twenty ages of the human race.”
And Azâzêl taught men to make swords, and knives, and shields, and breastplates, and made known to them the metals 〈of the earth〉 and the art of worki...
(8) And Azâzêl taught men to make swords, and knives, and shields, and breastplates, and made known to them the metals 〈of the earth〉 and the art of working them, and bracelets, and ornaments, and the use of antimony, and the beautifying of the eyelids, and all kinds of costly stones, and all colouring tinctures.
Chapter XIV: Succession of Philosophers in Greece. (9)
The periods of the originators of their philosophy are now to be specified successively, in order that, by comparison, we may show that the Hebrew:...
(9) The periods of the originators of their philosophy are now to be specified successively, in order that, by comparison, we may show that the Hebrew: philosophy was older by many generations.
The celebrated Sufi, Abu Yazid or Bayazid of Bastam, in Khorasan, who lived in the third century of the Flight, was once making a pilgrimage to...
The celebrated Sufi, Abu Yazid or Bayazid of Bastam, in Khorasan, who lived in the third century of the Flight, was once making a pilgrimage to Mecca, and visiting all the "Pillars of insight" who lived m the various towns that lay on his route. At last he discovered the "Khizr of the age" in the person of a venerable Darvesh, with whom he held the following conversation:
His science excluded him from God's portals. Consider what Qarun gained by his alchemy; Abu-l Jahl, again, what gained he from his wit Save to be hurl...
(31) "We created not mankind save to worship us" What profit did his science bring to Samiri? His science excluded him from God's portals. Consider what Qarun gained by his alchemy; Abu-l Jahl, again, what gained he from his wit Save to be hurled head-foremost into hell for infidelity? Know real science is seeing the fire directly, Not mere talk, inferring the fire from the smoke. Your scientific proofs are more offensive to the wise If these be your only proofs, O son,
In the first place, therefore, we shall divide the genera of the proposed problems, in order that we may know the quantity and quality of them. And,...
(2) In the first place, therefore, we shall divide the genera of the proposed problems, in order that we may know the quantity and quality of them. And, in the next place, we shall show from what theologies the doubts are assumed, and according to what sciences they are investigated. For some things that are badly confused, require a certain distinction; others are conversant with the cause through which they subsist, and are apprehended; others, which we propose according to a certain contrariety, draw our decision on both sides; and some things require from us the whole development of mystic doctrines. Such, therefore, being the nature of the subjects of discussion, they are assumed from many places, and from different sciences. For some things introduce animadversions from what the wise men of the Chaldeans have delivered; others produce objections from what the prophets of the Egyptians teach; and there are some that, adhering to the theory of philosophers, make inquiries conformably to them. There are now likewise some, that from other opinions, which do not deserve to be mentioned, elicite a certain dubitation; and others originate from the common conceptions of mankind. These things, therefore, are of themselves variously disposed, and are multiformly connected with each other. Hence, through all these causes, a certain discussion is requisite for the management of them in a becoming manner.
Yes, in a very remarkable manner. Then this is knowledge of the kind for which we are seeking, having a double use, military and philosophical; for th...
(525) And they appear to lead the mind towards truth? Yes, in a very remarkable manner. Then this is knowledge of the kind for which we are seeking, having a double use, military and philosophical; for the man of war must learn the art of number or he will not know how to array his troops, and the philosopher also, because he has to rise out of the sea of change and lay hold of true being, and therefore he must be an arithmetician. That is true. And our guardian is both warrior and philosopher? Certainly. Then this is a kind of knowledge which legislation may fitly prescribe; and we must endeavour to persuade those who are to be the principal men of our State to go and learn arithmetic, not as amateurs, but they must carry on the study until they see the nature of numbers with the mind only; nor again, like merchants or retail-traders, with a view to buying or selling, but for the sake of their military use, and of the soul herself; and because this will be the easiest way for her to pass from becoming to truth and being. That is excellent, he said. Yes, I said, and now having spoken of it, I must add how charming the science is! and in how many ways it conduces to our desired end, if pursued in the spirit of a philosopher, and not of a shopkeeper! How do you mean? I mean, as I was saying, that arithmetic has a very great and elevating effect, compelling the soul to reason about abstract number, and rebelling against the introduction of visible or tangible objects into the argument. You know
I am strongly inclined to it, he said; the observation of the seasons and of months and years is as essential to the general as it is to the farmer or...
(527) And suppose we make astronomy the third—what do you say? I am strongly inclined to it, he said; the observation of the seasons and of months and years is as essential to the general as it is to the farmer or sailor. I am amused, I said, at your fear of the world, which makes you guard against the appearance of insisting upon useless studies; and I quite admit the difficulty of believing that in every man there is an eye of the soul which, when by other pursuits lost and dimmed, is by these purified and re-illumined; and is more precious far than ten thousand bodily eyes, for by it alone is truth seen. Now there are two classes of persons: one class of those who will agree with you and will take your words as a revelation; another class to whom they will be utterly unmeaning, and who will naturally deem them to be idle tales, for they see no sort of profit which is to be obtained from them. And therefore you had better decide at once with which of the two you are proposing to argue. You will very likely say with neither, and that your chief aim in carrying on the argument is your own improvement; at the same time you do not grudge to others any benefit which they may receive. I think that I should prefer to carry on the argument mainly on my own behalf. Then take a step backward, for we have gone wrong in the order of the sciences. What was the mistake? he said. After plane geometry, I said, we proceeded at once to
Chapter XVIII: The Use of Philosophy to the Gnostic. (22)
Having then moulded, as it were, a statue of the Gnostic, we have now shown who he is; indicating in outline, as it were, both the greatness and...
(22) Having then moulded, as it were, a statue of the Gnostic, we have now shown who he is; indicating in outline, as it were, both the greatness and beauty of his character. What he is as to the study of physical phenomena shall be shown afterwards, when we begin to treat of the creation of the world.
It is also said, that Pythagoras was the first who called himself a philosopher; this not being a new name, but previously instructing us in a useful...
(1) It is also said, that Pythagoras was the first who called himself a philosopher; this not being a new name, but previously instructing us in a useful manner in a thing appropriate to the name. For he said that the entrance of men into the present life, resembled the progression of a crowd to some public spectacle. For there men of every description assemble with different views; one hastening to sell his wares for the sake of money and gain; but another that he may acquire renown by exhibiting the strength of his body; and there is also a third class of men, and those the most liberal, who assemble for the sake of surveying the places, the beautiful works of art, the specimens of valor, and the literary productions which are usually exhibited on such occasions.
Thus also in the present life, men of all-various pursuits are collected together in one and the same place. For some are influenced by the desire of riches and luxury; others by the love of power and dominion; and others are possessed with an insane ambition for glory. But the most pure and unadulterated character, is that of the man who gives himself to the contemplation of the most beautiful things, and whom it is proper to call a philosopher. He adds, that the survey of all heaven, and of the stars that revolve in it, is indeed beautiful, when the order of them is considered. For they derive this beauty and order by the participation of the first and the intelligible essence.
But that first essence is the nature of number and reasons [i. e. productive principles,] which pervades through all things, and according to which all these [celestial bodies] are elegantly arranged, and fitly adorned. And wisdom indeed, truly so called, is a certain science which is conversant with the first beautiful objects, and these divine, undecaying, and possessing an invariable sameness of subsistence; by the participation of which other things also may be called beautiful. But philosophy is the appetition of a thing of this kind. The attention therefore to erudition is likewise beautiful, which Pythagoras extended, in order to effect the correction of mankind.
How know you that the sun is transitory? A mere worm buried in a dung-heap, How can it know the origin and end of the earth? In blind belief you have...
(81) How know you that the sun is transitory? A mere worm buried in a dung-heap, How can it know the origin and end of the earth? In blind belief you have accepted this from your father, Tell me what is the proof of its transitoriness, Or else be silent and indulge not in idle talk." The Sunni said, "One day I saw two persons Engaged in argument on this deep question, Yea, in dispute and controversy and argument. I proceeded towards that company
Chapter VIII: The Method of Classifying Things and Names. (2)
The names are reduced by grammar into the twenty-four general elements; for the elements must be determined. For of Particulars there is no...
(2) The names are reduced by grammar into the twenty-four general elements; for the elements must be determined. For of Particulars there is no scientific knowledge, seeing they are infinite. But it is the property of science to rest on general and defined principles. Whence also Particulars are resolved into Universals. And philosophic research is occupied with Conceptions and Real subjects. But since of these the Particulars are infinite, some elements have been found, under which every subject of investigation is brought; and if it be shown to enter into any one or more of the elements, we prove it to exist; but if it escape them all, that it does not exist.
Chapter XI: The Mystical Meanings in the Proportions of Numbers, Geometrical Ratios, and Music. (15)
The same holds also of astronomy. For treating of the description of the celestial objects, about the form of the universe, and the revolution of the...
(15) The same holds also of astronomy. For treating of the description of the celestial objects, about the form of the universe, and the revolution of the heavens, and the motion of the stars, leading the soul nearer to the creative power, it teaches to quickness in perceiving the seasons of the year, the changes of the air, and the appearance of the stars; since also navigation and husbandry derive from this much benefit, as architecture and building from geometry. This branch of learning, too, makes the soul in the highest degree observant, capable of perceiving the true and detecting the false, of discovering correspondences and proportions, so as to hunt out for similarity in things dissimilar; and conducts us to the discovery of length without breadth, and superficial extent without thickness, and an indivisible point, and transports to intellectual objects from those of sense.
On completing, then, the whole of what we propose in the commentaries, on which, if the Spirit will, we ministering to the urgent need, (for it is...
(3) On completing, then, the whole of what we propose in the commentaries, on which, if the Spirit will, we ministering to the urgent need, (for it is exceedingly necessary, before coming to the truth, to embrace what ought to be said by way of preface), shall address ourselves to the true gnostic science of nature, receiving initiation into the minor mysteries before the greater; so that nothing may be in the way of the truly divine declaration of sacred things, the subjects requiring preliminary detail and statement being cleared away, and sketched beforehand. The science of nature, then, or rather observation, as contained in the gnostic tradition according to the rule of the truth, depends on the discussion concerning cosmogony, ascending thence to the department of theology. Whence, then, we shall begin our account of what is handed down, with the creation as related by the prophets, introducing also the tenets of the heterodox, and endeavouring as far as we can to confute them. But it shall be written if God will, and as He inspires; and now we must proceed to what we proposed, and complete the discourse on ethics.
The Rosicrucians, according to the public encyclopaedias, and other works of reference, are held to have been devoted to the subject of Alchemy. And,...
(7) The Rosicrucians, according to the public encyclopaedias, and other works of reference, are held to have been devoted to the subject of Alchemy. And, indeed, this statement is correct. But the modern compilers of such reference books have fallen into the error of supposing that the Alchemy referred to was performed wholly upon the Plane of Matter—and concerned wholly with the Transmutation of Elements. They are ignorant of the fact that the Alchemy which attracted the Rosicrucians, and which took up most of their time and attention, was Mental Alchemy, and Spiritual Alchemy—something quite different indeed, though having of course a correspondence to the Material Alchemy, according to the Law of Correspondence. The student of the present book will discover this fact, and will receive many valuable hints concerning the higher forms of Alchemy, providing he is prepared to read between the lines of the text, and to reason by Analogy. The axiom "As above, so below," will be found to work out well in this connection.
To illustrate the force of imagination or opinion, a story is told of a trick played by boys upon their master. The boys wished to obtain a holiday,...
To illustrate the force of imagination or opinion, a story is told of a trick played by boys upon their master. The boys wished to obtain a holiday, and the sharpest of them suggested that when the master came into the school each boy should condole with him on his alleged sickly appearance. Accordingly, when he entered, one said, "O master, how pale you are looking!" and another said, "You are looking very ill today," and so on. The master at first answered that there was nothing the matter with him, but as one boy after another continued assuring him that he looked very ill, he was at length deluded into imagining that he must really be ill. So he returned to his house, making the boys follow him there, and told his wife that he was not well, bidding her mark how pale he was. His wife assured him he was not looking pale, and offered to convince him by bringing a mirror; but he refused to look at it, and took to his bed. He then ordered the boys to begin their lessons; but they assured him that the noise made his head ache, and he believed them, and dismissed them to their homes, to the annoyance of their mothers. Apropos of the sharpness of the boy who devised this trick, the poet takes occasion to controvert the opinion of the Mu'tazalites, that all m en are born with equal ability, and to express his agreement with the doctrine of the Sunnis, that the innate capacities of men vary very greatly.