PLATO: The Psychological Solution

Reference: The Story of Philosophy

Note: The original Text is provided below.
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Summary

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Original Text

Well, then, what is to be done? 

We must begin by “sending out into the country all the inhabitants of the city who are more than ten years old, and by taking possession of the children, who will thus be protected from the habits of their parents” (540). We cannot build Utopia with young people corrupted at every turn by the example of their elders. We must start, so far as we can, with a clean slate. It is quite possible that some enlightened ruler will empower us to make such a beginning with some part or colony of his realm. (One ruler did, as we shall see.) In any case we must give to every child, and from the outset, full equality of educational opportunity; there is no telling where the light of talent or genius will break out; we must seek it impartially everywhere, in every rank and race. The first turn on our road is universal education.

For the first ten years of life, education shall be predominantly physical; every school is to have a gymnasium and a playground; play and sport are to be the entire curriculum; and in this first decade such health will be stored up as will make all medicine unnecessary. “To require the help of medicine because by lives of indolence and luxury men have filled themselves like pools with waters and winds. … flatulence and catarrh—is not this a disgrace? … Our present system of medicine may be said to educate diseases,” to draw them out into a long existence, rather than to cure them. But this is an absurdity of the idle rich. “When a carpenter is ill he asks the physician for a rough and ready remedy—an emetic, or a purge, or cautery, or the knife. And if anyone tells him that he must go through a course of dietetics, and swathe and swaddle his head, and all that sort of thing, he replies at once that he has no time to be ill, and that he sees no good in a life that is spent in nursing his disease to the neglect of his ordinary calling; and therefore, saying good-bye to this sort of physicians, he resumes his customary diet, and either gets well and lives and does his business, or, if his constitution fails, he dies and has done with it” (405-6). We cannot afford to have a nation of malingerers and invalids; Utopia must begin in the body of man. 

But mere athletics and gymnastics would make a man too one-sided. “How shall we find a gentle nature which has also. great courage?—for they seem to be inconsistent with each other” (375). We do not want a nation of prize-fighters and weight-lifters. Perhaps music will solve our problem: through music the soul learns harmony and rhythm, and even a disposition to justice; for “can he who is harmoniously constituted ever be unjust? Is not this, Glaucon, why musical training is so powerful, because rhythm and harmony find their way into the secret places of the soul, bearing grace in their movements and making the soul graceful?” (401; Protagoras, 326). Music moulds character, and therefore shares in determining social and political issues. “Damon tells me—and I can quite believe it—that when modes of music change, the fundamental laws of the state change with them.”*

*[Cf. Daniel O’Connell: ”Let me write the songs of a nation, and I care not who makes its laws.”]

Music is valuable not only because it brings refinement of feeling and character, but also because it preserves and restores health. There are some diseases which can be treated only through the mind. (Charmides, 157): so the Corybantic priest treated hysterical women with wild pipe music, which excited them to dance and dance till they fell to the ground exhausted, and went to.sleep; when they awoke they were cured. The unconscious sources of human thought are touched and soothed by such methods;. and it is in these substrata of behavior and feeling that genius sinks its roots. “No man when conscious attains to true or inspired intuition, but rather when the power of intellect is fettered in sleep or by disease or dementia”; the prophet (mantike) or genius is akin to the madman (manike) (Phredrus, 244). 

Plato passes on to a remarkable anticipation of “psychoanalysis.” Our political psychology is perplexed, he argues, because we have.not adequately studied the various appetites or instincts of man. Dreams may give us a clue to some of the subtle and more elusive of these dispositions. 

Certain of the unnecessary pleasures and instincts are deemed to be unlawful; every man appears to have them, but in some persons they are subjected to the control of law and reason [“sublimated”], and the better desires prevailing over them, they are either wholly suppressed, or reduced in strength and number; while in other persons these desires are stronger and more abundant. I mean particularly those desires which are awake when the reasoning and taming and ruling power [“censor”] of the personality is asleep; the wild beast in our nature, gorged with meat and drink, starts up and walks about naked, and surfeits at his will; and there is no conceivable folly or crime, however shameless or unnatural—not excepting incest or parricide [“Oedipus complex”]—of which such a nature may not be guilty. … But when a man’s pulse is healthy and temperate, and he goes to sleep cool and rational, … having indulged his appetites neither too much nor too little, but just enough to lay them to sleep, … he is then least likely to be the sport of fanciful and lawless visions. … In all of us, even in good men, there is such a latent wild beast nature, which peers out in sleep (571-2). 

Music and measure lend grace and health to the soul and to the body; but again, too much music is as dangerous as too much athletics. To be merely an athlete is to be nearly a savage; and to be merely a musician is to be “melted and softened beyond what is good” (410). The two must be combined; and after sixteen the individual practice of music must be abandoned, though choral singing, like communal games, will go on throughout life. Nor is music to be merely music; it must be used to provide attractive forms for the sometimes unappetizing contents of mathematics, history and science; there is no reason why for the young these difficult studies should not be smoothed into verse and beautified with song. Even then these studies are not to be forced upon an unwilling mind; within limits a libertarian spirit must prevail.

The elements of instruction … should be presented to the mind in childhood, but not with any compulsion; for a freeman should be a freeman too in the acquisition of knowledge. … Knowledge which is acquired under compulsion has no hold on the mind. Therefore do not use compulsion, but let early education be rather a sort of amusement; this will better enable you to find out the natural bent of the child (536). 

With minds so freely growing, and bodies made strong by sport and outdoor life of every kind, our ideal state would have a firm psychological and physiological base broad enough for every possibility and every development. But a moral basis must be provided as well; the members of the community must make a unity; they must learn that they are members of one another; that they owe to one another certain amenities and obligations. Now since men are by nature acquisitive, jealous, combative, and erotic, how shall we persuade them to behave themselves? By the policeman’s omnipresent club? It is a brutal method, costly and irritating. There is a better way, and that is by lending to the moral requirements of the community the sanction of supernatural authority. We must have a religion. 

Plato believes that a nation cannot be strong unless it believes in God. A mere cosmic force, or first cause, or elan vital,. that was not a person, could hardly inspire hope, or devotion, or sacrifice; if could not offer comfort to the hearts of the distressed, nor courage to embattled souls. But a living God can do all this, and can stir or frighten the self-seeking individualist into some moderation of his greed, some control of his passion. All the more so if to belief in God is added belief in personal immortality: the hope of another life gives us courage to meet our own death, and to bear with the death of our loved ones; we are twice armed if we fight with faith. Granted that none of the beliefs can be demonstrated; that God may be after all only the personified ideal of our love and our hope, and that the soul is like the music of the lyre, and dies with the instrument that gave it form: yet surely (so runs the argument, Pascal-like, of the Phaedo) it will do us no harm to believe, and it may do us and our children immeasurable good. 

For we are likely to have trouble with these children of ours if we undertake to explain and justify everything to their simple minds. We shall have an especially hard time when they arrive at the age of twenty, and face the first scrutiny and test of what they have learned in all their years of equal education. Then will come a ruthless weeding out; the Great Elimination, we might call it. That test will be no mere academic examination; it will be practical as well as theoretical: “there shall also be toils and pains and conflicts prescribed for them” (413). Every kind of ability will have a chance to show itself, and every sort of stupidity will be hunted out into the light. Those who fail will be assigned to the economic work of the nation; they will be business men, and clerks, and factory workers, and farmers. The test will be impartial and impersonal; whether one is to be a farmer or a philosopher will be determined not by monopolized opportunity or nepotic favoritism; the selection will be more democratic than democracy. 

Those who pass this first test will receive ten more years of education and training, in body and mind and character. And then they will face a second test, far severer than the first. Those who fail will become the auxiliaries, or executive aides and military officers of the state. Now it is just in these great eliminations that we shall need every resource of persuasion to get the eliminated to accept their fate with urbanity and peace. For what is to prevent that great unselected majority, in the first test, and that lesser but more vigorous and capable second group of Eliminees, from shouldering arms and smashing this Utopia of ours into a mouldering reminiscence? What is to prevent them from establishing there and then a world in which again mere number or mere force will rule, and the sickly comedy of a sham democracy will reenact itself da capo ad nauseam? Then religion and faith will be our only salvation: we shall tell these young people that the divisions into which they have fallen are God-decreed and irrevocable—not all their tears shall wipe out one word of it. We shall tell them the myth of the metals : 

“Citizens, you are brothers, yet God has framed you differently. Some of you have the power of command; and these he has made of gold, wherefore they have the greatest honor; others of silver, to be auxiliaries; others again, who are to be husbandmen and craftsmen, he has made of brass and iron; and the species will generally be preserved in the children. But as you are of the same original family, a golden parent will sometimes have a silver son, or a silver parent a golden son. And God proclaims … that if the son of a golden or a silver parent has an admixture of brass or iron, then nature requires a transposition of ranks; and the eye of the ruler must not be pitiful towards his child because he has to descend in the scale to become a husbandman or an artisan, just as there may be others sprung from the artisan class who are raised to honor, and become guardians and auxiliaries. For an oracle says that when a man of brass or iron guards the state, it will be destroyed” (415). 

Perhaps with this “royal fable” we shall secure a fairly general consent to the furtherance of our plan. 

But now what of the lucky remnant that ride these successive waves of selection? 

They are taught philosophy. They have now reached the age of thirty; it would not have been wise to let them “taste the dear delight too early; … for young men, when they first get the taste of philosophy in their mouths, argue for amusement, and are always contradicting and refuting, … like puppy-dogs who delight to tear and pull at all who come near them” (539). This dear delight, philosophy, means two things chiefly: to think clearly, which is metaphysics; and to rule wisely, which is politics. First then, our young Elite must learn to think clearly. For that purpose they shall study the doctrine of Ideas. 

But this famous doctrine of Ideas, embellished and obscured by the fancy and poetry of Plato, is a discouraging maze to the modern student, and must have offered another severe test to the survivors of many siftings. The Idea of a thing might be the “general idea” of the class to which it belongs (the Idea of John, or Dick, or Harry, is Man); or it might be the law or laws according to which the thing operates (the Idea of John would be the reduction of all his behavior to “natural laws”); or it might be the perfect purpose and ideal towards which the thing and its class may develop (the Idea of John is the John of Utopia). Very probably the Idea is all of these—idea, law and ideal. Behind the surface phenomena and particulars which greet our senses, are generalizations, regularities, and directions of development, unperceived by sensation but conceived by reason and thought. These ideas, laws and ideals are more permanent—and therefore more “real”—than the sense-perceived particular things through which we conceive and deduce them: Man is more permanent than Tom, or Dick, or Harry; this circle is born with the movement of my pencil and dies under the attrition of my eraser, but the conception Circle goes on forever. This tree stands, and that tree falls; but the laws which determine what bodies shall fall, and when, and how, were without beginning, are now, and ever shall be, without end. There is, as the gentle Spinoza would say, a world of things perceived by sense, and a world of laws inferred by thought; we do not see the law of inverse squares but it is there, and everywhere; it was before anything began, and will survive when all the world of things is a finished tale. Here is a bridge: the sense perceives concrete and iron to a hundred million tons; but the mathematician sees, with the mind’s eye, the daring and delicate adjustment of all this mass of material to the laws of mechanics and mathematics and engineering, those laws according to which all good bridges that are made must be made; if the mathematician be also a poet, he will see these laws upholding the bridge; if the laws were violated the bridge wouId collapse into the stream beneath; the laws are the God that holds up the bridge in the hollow of his hand. Aristotle hints something of this when he says that by Ideas Plato meant what Pythagoras meant by ”number” when he taught that this is a world of numbers (meaning presumably that the world is ruled by mathematical constancies and regularities). Plutarch tells us that according to Plato “God always geometrizes”; or, as Spinoza puts the same thought, God and the universal laws of structure and operation are one and the same reality. To Plato, as to Bertrand Russell, mathematics is therefore the indispensable prelude to philosophy, and its highest form; over the doors of his Academy Plato placed, Dantesquely, these words, “Let no man ignorant of geometry enter here.”*

*[The details of the argument for the interpretation here given of the doctrine of Ideas may be followed in D. G. Ritchie’s Plato, Edinburgh, 1902, especially pp. 49 and 85]

Without these Ideas—these generalization, regularities and ideals—the world would be to us as it must seem to the first-opened eyes of the child, a mass of unclassified and un-meaning particulars of sensation; for meaning can be given to things only by classifying and generalizing them, by finding the laws of their beings, and the purposes and goals of their activity. Or the world without Ideas would be a heap of book-titles fallen haphazard out of the catalogue, as compared to the same titles arranged in order according to their classes, their sequences and their purposes; it would be the shadows in a cave as compared with the sunlit realities without, which cast those fantastic and deceptive shadows within (514). Therefore the essence of a higher education is the search for Ideas: for generalizations, laws of sequence, and ideals of development; behind things we must discover their relation and meaning, their mode and law of operation, the function and ideal they serve or adumbrate; we must classify and coordinate our sense experience in terms of law and purpose; only for lack of this does the mind of the imbecile differ from the mind of Caesar. 

Well, after five years of training in this recondite doctrine of Ideas, this art of perceiving significant forms and causal sequences and ideal potentialities amid the welter and hazard of sensation; after five years of training in the application of this principle to the behavior of men and the conduct of states; after this long preparation from childhood through youth and into the maturity of thirty-five; surely now these perfect products are ready to assume the royal purple and the highest functions of public life?—surely they are at last the philosopher-kings who are to rule and to free the human race? 

Alas! not yet. Their education is still unfinished. For after all it has been, in the main, a theoretical education: something else is needed. Let these Ph.D.’s pass down now from the heights of philosophy into the “cave” of the world: of men and things; generalizations and abstractions are worthless except they be tested by this concrete world; let our students enter that world with no favor shown them; they shall compete with men of business, with hard-headed grasping individualists, with men of brawn and men of cunning; in this mart of strife they shall learn from the book of life itself; they shall hurt their fingers and scratch their philosophic shins on the crude realities of the world; they shall earn their bread and butter by the sweat of their high brows. And this last and sharpest test shall go on ruthlessly for fifteen long years. Some of our perfect products will break under the pressure, and be submerged by this last great wave of elimination. Those that survive, scarred and fifty, sobered and self-reliant, shorn of scholastic vanity by the merciless friction of life, and armed now with all the wisdom that tradition and experience, culture and conflict, can cooperate to give—these men at last shall automatically become the rulers of the state. 

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The World of Atom (Part XII)

Reference: Boorse 1966: The World of Atom

THE WORLD OF ATOM by Boorse

PART XII – WAVE MECHANICS 

Chapter 62: The Principle of Least Action (William Rowan Hamilton 1805 – 1865)

On a General Method of Expressing the Paths of Light, and of the Planets, by the Coefficients of a Characteristic Function. Hamilton’s mathematics was based on the analogy between the behavior of light of very short wavelength and the behavior of ordinary particles of matter. He demonstrated that the dynamical problem may be solved by considering the motion of a system as though it were a gradual unfolding of a series of states, each one derived from the preceding one by an infinitesimal transformation similar to what we have when a ray of light advances from one wave front to the next. 

Chapter 63: The Wavelengths of Particles (Prince Lois V. de Broglie 1892 – 1987)

The Undulatory Aspects of the Electron. At small scales, there is dualism in Nature between waves and corpuscles. The wavelength associated with a corpuscle is as concrete a physical quantity as its mass. The velocity of the corpuscle is equal to the group velocity of its associated wave. Planck showed that energy is connected to frequency, E = hv. It can also be shown that momentum is connected to wavelength, p = h/λ. This is a fundamental relation of the Theory.

Chapter 64: A Wave Equation for Particles (Erwin Schrodinger 1887 – 1961)

Derivation of the fundamental idea of wave mechanics from Hamilton’s analogy between ordinary mechanics and Geometrical Optics. At close range, the particle appears to be a wave motion represented mathematically by a continuous manifold of wave functions. Using this approach, Schrodinger could derive the arbitrary integers assigned to electron’s energy-levels in the Bohr’s Atomic model.

Chapter 65: Statistics and Waves (Max Born 1882 – 1970)

Wave Corpuscles. The waves do not represent physical vibrations but rather the unfolding of the probabilities of future events from a given initial state. The complex amplitudes of the waves obtained as solutions to Schrodinger’s wave equation can be interpreted better as the probability of finding the electron at a location.

Chapter 66: The Uncertainty Principle (Werner Karl Heisenberg 1901 – 1976)

Critique of the Physical Concepts of the Corpuscular Theory of Matter. Heisenberg discovered the foundation of quantum mechanics—the uncertainty principle.The uncertainty principle refers to a limit on the accuracy with which we can measure certain pairs of quantities simultaneously. Heisenberg introduced his square arrays or matrices, which depict the electron as existing simultaneously in all possible Bohr orbits.

Chapter 67: The Barrier around the Nucleus (George Gamow 1904 – 1968)

Quantum Theory of the Atomic Nucleus. While Gamow’s paper explains the spontaneous emission of  particles (alpha decay) from radioactive nuclei, it also validates Schrodinger’s wave equation inside the nucleus and demonstrates the correctness of Born’s concept that the Schrodinger wave function is the probability amplitude for finding a particle in a given small neighborhood of space.

Chapter 68: Electron Waves (Clinton J. Davisson 1881 – 1958, George Paget Thomson 1892 – 1975)

Diffraction of Cathode Rays by a Thin Film. Davisson: Electrons reflect from crystalline surfaces. The relationship between the angle of maximum intensity, the speed of the electrons, and the lattice spacing in the crystal are the same as that for a wave. Thomson: The rings arising from diffraction show the wave properties of the electron. The radius of the rings is inversely proportional to the velocity of the electrons. These experiments provided evidence supporting the De Broglie equation.

Chapter 69: The Electron and Relativity (Paul Adrian Maurice Dirac 1902 – 1984)

The Principle of Superposition. All one needs to know about the observable properties in order to understand their physics is the algebra that governs them (theory of operators). A system in quantum mechanics must be looked upon as simultaneously being in a whole set of states rather than in some particular state. The electron is forced in one of these states due to the perturbation of measurement. Dirac’s idea of states very brilliantly connected the Schrodinger wave function with the probability concept ascribed by Born.

Chapter 70: “Holes” in the Dirac Theory (J. Robert Oppenheimer 1904 – 1967)

On the Theory of Electrons and Protons. Dirac’s theory predicts the existence of an infinite continuum of negative energy. Dirac proposed that all but few of these negative-energy states are filled with electrons with negative energy; negative-energy states that do not have electrons represent protons. Oppenheimer pointed out that this hole theory gave a different mass dependence and led to insurmountable difficulties. He proposed to retain the picture of the electron and the proton as two independent particles of opposite sign and dissimilar mass and to picture all of Dirac’s negative-energy states as filled. 

Chapter 71: Complementarity (Niels Bohr 1885 – 1962)

Discussion with Einstein on Epistemological Problems in Atomic Physics. The discussion led to the Principle of Complementarity: There are always two complementary and mutually exclusive ways of looking at a physical phenomenon, depending on how we arrange our apparatus to measure the phenomenon. When we deal with an electron, we must use both the wave picture and the particle picture; one is complementary to the other in the sense that the more our apparatus is designed to look for the electron as a particle, the less the electron behaves like a wave and vice versa.

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MAIN POINTS

  1. The behavior of light of very short wavelength approximates the behavior of ordinary particles of matter.
  2. The wavelength associated with a corpuscle is as concrete a physical quantity as its mass.
  3. The velocity of the corpuscle is equal to the group velocity of its associated wave.
  4. Energy is connected to frequency, and momentum is connected to wavelength.
  5. At close range, the particle appears to be a wave motion.
  6. The “waves” represent the unfolding of the probabilities of future events from a given initial state.
  7. The electron seems to exist simultaneously in all possible Bohr orbits.
  8. The mathematics applied to electrons seems to work inside the nucleus as well.
  9. A quantum system is simultaneously in a whole set of states rather than in some particular state.

THEORY
The mathematical development seems to confirm that electrons are a wavelike flow that has variable consistency. Even the nucleus is a pattern of a very condensed flow.

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The SLC Policies

Reference: Course on Subject Clearing

The following policies apply broadly to all SLCs.

POLICY # 1: The study materials for a subject follow the logical sequence in which the concepts are developed.

This policy is followed in developing the math materials from Level 00 to Level 2 at Course on Mathematics. Later levels provide materials that are selected per this policy.

POLICY # 2: The study materials are presented on a gradient such that they are suitable for a student studying them for the first time. 

These math lessons were developed to address the “holes” in the understanding of High School dropouts, but they are written in a manner that they can be used at earlier levels. The students are encouraged to read and understand these lessons under the supervision of trained supervisors who have already completed these lessons. 

POLICY # 3: Each lesson is accompanied by a large number of exercise problems with answers provided for them.

All lessons of this math curriculum are supported by plenty of exercises with answers provided at the bottom. The student does these exercises to practice the concepts of that lesson, and then checks his or her answer. The correct answers reinforce the students’ confidence. The incorrect answer provides an opportunity to find and correct the error. The errors decline rapidly as the student becomes aware of how he made the error. 

POLICY # 4: The SLC course room provides access to course materials on electronic tablets.

The SLC course room is a single large space with tables and chairs, and a white board with markers and eraser for lecture purposes. All course materials are accessed through individual electronic tablets provided to the students. 

POLICY # 5: The course room may also provide pencil and paper and dictionaries.

Students may also be provided with pencil and paper for doing exercises, and dictionaries to clear up the meaning of words. Students are encouraged to utilize the resources available with care, so that there is enough for everybody.

POLICY # 6: The students teach themselves directly from their course materials, with the use of “Word Clearing”.

The students learn to use the procedure of Word Clearing to self-learn. They apply this procedure to their course materials.

POLICY # 7: The students are assisted in their self-learning by the “Word Clearers”. 

A Word Clearer is fully trained on word clearing, and is familiar with the courses being studied. He ensures that the students understand the procedure of word clearing and are applying it. He assists any student having difficulty in understanding their course materials by helping them find the word they don’t understand and clear up the area of confusion. NOTE: The senior students in the course room may act as “word clearers” for junior students.

POLICY # 8: The SLC course room is run by a “Course Supervisor”. 

The person in charge of the SLC course room is called the Course Supervisor. He (or she) is fully trained on all the courses that are being studied in that Course room. He manages the Course room and its supplies, and ensures that the students are making progress and completing courses.

POLICY # 9: New students are started with introductory lectures on their course and the word clearing procedure.

New students go through a lecture by the Course Supervisor that introduces them to the course room, the supplies, the use of electronic tablets to access their course materials and the word clearing procedure. Additionally, the new student may be given introductory lectures on the subject he is going to study, such as, the two lectures provided at the link for Level 1 Math. There are some Diagnostics too at that link, which the new student may do while waiting for the lectures. After the lectures, the student starts on the course.

POLICY # 10: Throughout the course the student is spot-checked intermittently for his understanding of the study materials.

The discipline of word clearing is vital for a self-learner and it is reinforced on the course. The Word Clearers in the course room randomly spot-check the students on the materials they have already studied. This check is for understanding and not for memory. The student is asked to demonstrate how a concept could be applied in a given situation, or how a word representing a certain concept could be used in a sentence. This gives the student feedback in real time on his comprehension of the materials. He also learns to improve his comprehension if it is lacking.

POLICY # 11: After completing a lesson, the student is examined by the Course Supervisor for his ability to apply its contents.

When the student has completed a lesson he goes to the Course Supervisor to be examined for his skills learned on that lesson.  If the Course Supervisor  finds some minor things missing he tutors the student on the spot and then verbally quizzes him again on the whole lesson. If major understanding is found to be missing, the student is sent back to restudy the lesson under closer supervision of a Word Clearer. The Word Clearer spot checks the student’s skills (especially in math) by giving exercises to do. The student must be able to do three exercises correctly in a row before he is sent to the Course Supervisor to be examined again. Upon passing, the student is recognized for this accomplishment in front of the class. He then moves to the next lesson. 

POLICY # 12: After completing a course, the student must pass a written examination 100%.

The written exam must be objective in testing the concepts and skills taught in that course. Basically, the student is being examined in his ability to think critically in that subject. All questions asked are on contents covered in that course. None of the questions should fall outside the course. If the student scores less than 100%, he must restudy what he missed and sit for another written exam. Upon passing the written exam, the student is awarded a certificate for course completion. The course completion is announced in the course room. 

POLICY # 13: The study materials for a subject may exist in the form of simple to complex  modules for different levels.

The study materials of a subject may be developed as a series of modules starting from introduction to fundamentals to advanced levels in a subject. Each module is then delivered as a course. Before one can start on a course module, he must have completed all earlier modules in that subject. The lower skills must be mastered before the student moves to learning higher skills. When a student has completed all available course modules in a subject, he may learn the tool of Subject Clearing to make further progress in that subject on his own using the data available on Internet and elsewhere.

POLICY # 14: The SLC’s focus is on High School dropouts, but anybody able to follow the discipline of word clearing may be enrolled.

If middle and primary school students want to enroll on SLC courses, they may do so if they can at least follow the discipline of word clearing. They all share the same space. Pre-K and Kindergarten level children may not be enrolled. Instead their parents may enroll themselves on Course Modules for Pre-K and Kindergarten levels so they can teach their young children on those levels at home.

POLICY # 15: There is no competition among students in the course room. The only contest is against ignorance.

The whole focus in the SLC course room is on overcoming one’s lack of knowledge. Students are not segregated by their age or level. The students on a course may be of any age. If a ten year old can handle calculus then so be it. And if an eighteen year old still needs to complete the course module on fractions, then he stays on that module until complete. There can be students studying different subjects in the same course room. Even on the same subject, the students may be on different modules. The students progress at their own pace. They are spot-checked, quizzed and examined individually for their understanding. The progress is strictly based on their knowledge and skill.

POLICY # 16: The product of an SLC is a student who is able to learn from materials by himself.

The student is encouraged at every step to apply word clearing. He is helped with troubleshooting his difficulties. When a hole becomes visible it is traced back to earlier holes in understanding until it is handled completely. The result of all this effort is that the student starts to get a first-hand experience of what it takes to be a self-learner. On top of this, if the student does the course on Subject Clearing, he is certified as a self-learner.

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The Postulates 31 … (old)

Please refer to Course in Subject Clearing.

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When we apply the method of SUBJECT CLEARING to the general knowledge we inevitably end up with the following postulates. 

POSTULATE # 31: Underlying an anomaly there is fixation of attention.

COROLLARY: Fixed attention generates anomalies.

Most people have their attention fixated on the body and identity. This leads to fixations on survival and politics. All reactions, as in obsessive-compulsive behavior, are fixations. When you are trying to locate an anomaly, follow the trail of fixation of attention. When you are trying to resolve an anomaly, work out the anatomy of fixations involved. Illusions arise when there are fixations. When you recognize fixations for what they are, you free yourself from them.

Fixations on body appear in the belief that one is just the body. Such a person is fixated on taking care of the body. He rarely have “out-of-body” experiences. Attention gets centered on the body as new sensations are encountered; but when that attention is suppressed it gets fixated there. Attention definitely gets fixated on the body when there are shocks, accidents, and illnesses.

In Scientology, attention gets fixated on individuality when one makes an effort to resolve present and past identities. The attention naturally settles in exploring the environment. For remedies of fixated attention refer to the POSTULATES 26, 27 and 28.

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[To be continued…]

The Postulates 26 – 30 (old)

Please refer to Subject Clearing Self.

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When we apply the method of SUBJECT CLEARING to the general knowledge we inevitably end up with the following postulates. 

POSTULATE # 26: The ability to resolve anomalies increases as the viewpoint becomes broader. 

COROLLARY: The viewpoint is as broad as it is not fixated and is free to consider.

The narrowest viewpoint is one that is stuck in some mystery. The biggest mystery is when the viewpoint is unconsciousness. As the viewpoint starts to become conscious it becomes aware of the mystery. It finds itself waiting for something to come up, or happen. As it becomes aware of waiting it starts to feel anxious about its survival, and its attention gets fixated on reproducing itself. As it moves beyond the anxiety of sex, its attention gets fixated on eating. It even consumes thoughts and ideas in their literal, symbolic form. It must then overcome its fixation on  “figure-figure” type of thinking. As it moves beyond this level, it makes effort to collect data and analyze it. Beyond that it simply starts to rely on emotions. As the attention gets freed up from these fixations the viewpoint is increasingly able to see things as they are, to directly know about them, to become aware of what it does not know, and finally, to know fully.

The technique of meditation that helps this broadening of viewpoint is provided at Meditation from Mystery to Knowing. The viewpoint, ultimately, becomes free of all fixed ideas, biases, prejudices and other filters and, knows things in their totality.

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POSTULATE # 27: Meditation with the discipline of mindfulness helps solve anomalies.

DEFINITION: The discipline of mindfulness helps overcome filters that one may be looking through.

Anomalies exist because the viewpoint is unable to get full and clear picture of a situation. This is partly because it is unwittingly looking through certain filters. We know these filters as prejudices, biases, fixed ideas, etc.; but the person is simply not aware of them. In meditation, the Discipline of Mindfulness allows the person to view the subject of meditation clearly without such filters. This discipline is essential when meditating on “mystery to knowing” as covered in Postulate # 26. 

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POSTULATE # 28: Resolution of anomalies is further supported by Subject Clearing.

DEFINITION: Subject Clearing is detecting the basic postulates, assumptions and erroneous ideas present in a subject.

Anomalies also exist partly because the information is not sorted out fully. In the Information Age of today, there is plenty of data available, but skill is required to sort out the relevant data from deceptive, misleading and irrelevant information. One must identify what is really missing and be able to research it. A person can very quickly learn this skill by using the procedure of Subject Clearing. This procedure helps detect and clear up assumptions and erroneous ideas present in a subject. Subject clearing and meditation with the discipline of mindfulness go hand-in-hand. 

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POSTULATE # 29: The attention field continues while the identities disintegrate and regenerate.

COROLLARY: The recycling of identities supports the evolution of the attention field. 

Death is the disintegration of identities into energy. From that energy new identities are generated. This recycling of identities is essential for the evolution of the attention field, which is the true self. Only the discrete identities (made up of bodies and mental matrices) die and take birth. The continuum of attention field, which is the integrated awareness of the universe, never perishes. The true eternal self is the attention field. Anomaly comes about when the self starts to believe that it is an identity. When this happens, the self gets trapped into worrying about life and death.

A soul is the idea promoted by some religions that your identity continues after death. What continues is the attention field. A religion giving hope for a finite identity to survive forever is an anomaly. One should let the identity live and die with dignity.

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POSTULATE # 30: The root cause of all human troubles is the attachment to an identity (individualism).

COROLLARY: Trouble arises when individualism is given priority over the natural goals of family, groups, state, country, mankind, life, and the universe.

Ideally, the goals of an individual should be consistent with the natural goals of family, groups, state, country, mankind, life organisms, etc. When individual goals are in conflict, but still given a higher priority, then we have individualism at play. A good example of individualism is the anomalies in politics that undermine the natural growth and well being of a country. Whenever selfish intentions take priority over the welfare of family and the community, we have trouble. Peace and prosperity arise when individual goals and actions are consistent with the natural goals of family, groups, state, country, mankind, life organisms, etc.

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