Lines Of Symmetry Quotes

We've searched our database for all the quotes and captions related to Lines Of Symmetry. Here they are! All 42 of them:

No human face is exactly the same in its lines on each side, no leaf perfect in its lobes, no branch in its symmetry. All admit irregularity as they imply change; and to banish imperfection is to destroy expression, to check exertion, to paralyze vitality. All things are literally better, lovelier, and more beloved for the imperfections which have been divinely appointed, that the law of human life may be Effort, and the law of human judgment, Mercy.
John Ruskin
Now that physics is proving the intelligence of the universe what are we to do about the stupidity of mankind? I include myself. I know that the earth is not flat but my feet are. I know that space is curved but my brain has been condoned by habit to grow in a straight line. What I call light is my own blend of darkness. What I call a view is my hand-painted trompe-l'oeil. I run after knowledge like a ferret down a ferret hole. My limitations, I call the boundaries of what can be known. I interpret the world by confusing other people's psychology with my own.
Jeanette Winterson (Gut Symmetries)
There is a thin line of me, wavering and not strong, that wants to learn the language of beasts and water and night.
Jeanette Winterson (Gut Symmetries)
Along those lines, to get personal for a moment, I think the best way to die would be swallowed by a giant snake. Going feet first and whole into a slimy maw would give your life perfect symmetry.
Joseph Fink (Mostly Void, Partially Stars (Welcome to Night Vale Episodes, #1))
He wasn't clean lines and perfect symmetries, and I found him even more interesting for it.
Becca Fitzpatrick (Silence (Hush, Hush, #3))
I often marveled that the interior peace of the woman was reflected so faithfully in her surroundings. Even the selection and arrangements of her possessions gave an aura of uncluttered calm. In addition, there was a directness in her approach to all of life--including housekeeping--that never failed to fascinate me. Miss Alice was a person to whom color, symmetry of line and contrast of texture were important.
Catherine Marshall (Christy)
Tariq’s eyes softened, their colors flickering in the shade. Their bright silver centers blended into rings of darkest ash, with black lashes that fanned against the soft skin of his eyelids. His brow had an air of severity that faded with the ready appearance of his smile. A day-old beard shadowed the square line of his jaw, further accentuating its finely wrought symmetry.
Renée Ahdieh (The Wrath & the Dawn (The Wrath and the Dawn, #1))
Though blessed with the enviable properties of a mink coat—graceful, unreasonable, and impractical no matter what she was draped over—she was nevertheless one of those people whose personality proved to be the bane of modern mathematicians. She was neither a flat nor solid shape. She showed no symmetry at all. Trigonometry, Calculus and Statistics all proved useless. Her Pie Chart was a muddle of arbitrary wedges, her Line Graph, the silhouette of the Alps. And just when one listed her under Chaos Theory—Butterfly Effects, Weather Predictions, Fractals, Bifurcation diagrams and whatnot—she showed up as an equilateral triangle, sometimes even a square.
Marisha Pessl
I believe that the infinite and mysterious charm that lies in the contemplation of a moving vessel is caused, firstly, by the regularity and symmetry that are among the primordial needs of the human spirit, to the same degree as complication and harmony - and, secondly, by the multiplication and generation of all the imaginary curves and figures produced in space by the real elements of the object. The poetic idea released by this operation of movement in the lines is the hypothesis of a being that is vast, immense, complicated but eurythmic, an animal full of genius, suffering and sighing all the sighs and all the human ambitions.
Charles Baudelaire (My Heart Laid Bare: Intimate diaries with 30 illustrations)
The environment was full of birds and insects, rodents and small reptiles - decorative in appearance, but also satisfying a more abstract aesthetic: softening the harsh radial symmetry of the lone observer; anchoring the simulation by perceiving it from a multitude of view-points. Ontological guy lines.
Greg Egan (Diaspora)
I’d always thought “die” would have more symmetry in the last line, but when I’d brought it up to my parents, they’d accused me of being needlessly fatalistic.
Andrew Rowe (Sufficiently Advanced Magic (Arcane Ascension, #1))
Look at us. A line of symmetry. Two halves of a whole. Two peas in a pod. A pair of queens. Though your card, I must observe, has aged better than mine, which has been played too often.
Erika Robuck (Call Me Zelda)
Agatha Chubb, expert in ancient wizarding artefacts, has identified no fewer than twelve lead Bludgers dating from this period, discovered both in Irish peat bogs and English marshes. "They are undoubtedly Bludgers rather than cannonballs," she writes. The faint indentations of magically reinforced Beaters' bats are visible and one can see the distinctive hallmarks of manufacture by a wizard (as opposed to a Muggle) - the smoothness of line, the perfect symmetry. A final clue was the fact that each and every one of them whizzed around my study and attempted to knock me to the floor when released from its case,
J.K. Rowling (Quidditch Through the Ages)
Mythic Background Describing his approach to science, Einstein said something that sounds distinctly prescientific, and hearkens back to those ancient Greeks he admired: What really interests me is whether God had any choice in the creation of the world. Einstein's suggestion that God-or a world-making Artisan-might not have choices would have scandalized Newton or Maxwell. It fits very well, however, with the Pythagorean search for universal harmony, or with Plato's concept of a changeless Ideal. If the Artisan had no choice: Why not? What might constrain a world-making Artisan? One possibility arises if the Artisan is at heart an artist. Then the constraint is desire for beauty. I'd like to (and do) infer that Einstein thought along the line of our Question-Does the world embody beautiful ideas?-and put his faith in the answer "yes!" Beauty is a vague concept. But so, to begin with, were concepts like "force" and "energy." Through dialogue with Nature, scientists learned to refine the meaning of "force" and "energy," to bring their use into line with important aspects of reality. So too, by studying the Artisan's handiwork, we evolve refined concepts of "symmetry," and ultimately of "beauty"-concepts that reflect important aspects of reality, while remaining true to the spirit of their use in common language.
Frank Wilczek (A Beautiful Question: Finding Nature's Deep Design)
At his leisure, the lieutenant allowed the unforgettable spectacle to engrave itself upon his mind. With one hand he fondled the hair, with the other he softly stroked the magnificent face, implanting kisses here and there where his eyes lingered. The quiet coldness of the high, tapering forehead, the closed eyes with their long lashes beneath faintly etched brows, the set of the finely shaped nose, the gleam of teeth glimpsed between full, regular lips, the soft cheeks and the small, wise chin… Wherever the lieutenant's eyes moved his lips faithfully followed. The high, swelling breasts, surmounted by nipples like the buds of a wild cherry, hardened as the lieutenant's lips closed about them. The arms flowed smoothly downward from each side of the breast, tapering toward the wrists, yet losing nothing of their roundness or symmetry…The natural hollow curving between the bosom and the stomach carried in its lines a suggestion not only of softness but of resilient strength, and while it gave forewarning to the rich curves spreading outward from here to the hips it had, in itself, an appearance only of restraint and proper discipline. The whiteness and richness of the stomach and hips was like milk brimming in a great bowl, and the sharply shadowed dip of the navel could have been the fresh impress of a raindrop, fallen there that very moment. Where the shadows gathered more thickly, hair clustered, gentle and sensitive, and as the agitation mounted in the now no longer passive body there hung over this region a scent like the smoldering of fragrant blossoms, growing steadily more pervasive… Passionately they held their faces close, rubbing cheek against cheek…Their breasts, moist with sweat, were tightly joined, and every inch of the young and beautiful bodies had become so much one with the other that it seemed impossible there should ever again be a separation…From the heights they plunged into the abyss, and from the abyss they took wing and soared once more to dizzying heights…As one cycle ended, almost immediately a new wave of passion would be generated, and together -with no trace of fatigue- they would climb again in a single breathless movement to the very summit.
Yukio Mishima (Patriotism)
Something intrigues me about shadows. They reduce the three-dimensional into the two-dimensional. At night time there are two separate lights shining from behind a person, two elongated shadows at the feet, two black silhouettes crossing over each other creating a dividing line of symmetry. One person of three-dimensions becomes two ground dwelling entities of two-dimensions.
Gabriel Rheaume (The Shores We Walk)
I believed that Instagram, the filtered aesthetic it popularized—Instagram face, we called it—was true. It was how people had always wanted to look, would always want to look: high cheekbones, cut jaw lines, frozen brows, fish lips and perfect symmetry. I thought that was an everlasting ideal. When after some years, it shifted—girls, women, people, going filterless, makeupless, foregoing injectables, drugs, social media
Allie Rowbottom (Aesthetica)
The swirling lines of snow were composed of separate flakes, and each flake was a cluster of separate ice crystals--scientists had counted over a hundred of them in a single flake. Under the microscope each minuscule crystal, colorless and transparent, revealed a secret symmetry: six sides, the outward expression of an inward geometry of frozen molecules of water. But the real wonder was that no two crystals were precisely alike. In one of this father's camera magazines he had seen a stunning display of photomicrographs, and what was most amazing about the enlarged crystals was that each contained in its center a whole world of intricate six-sided designs, caused by microscopic air pockets. For no conceivable reason, Nature in a kind of exuberance created an inexhaustible outpouring of variations on a single form. A snowstorm was a fall of jewels, a delirium of hexagons--clearly the work of a master animator.
Steven Millhauser (Little Kingdoms (Vintage Contemporaries))
The symmetries of translation in space, delay in time, and so on, were not very deep; but the symmetry of uniform velocity in a straight line is very interesting, and has all kinds of consequences. Furthermore, these consequences are extendable into laws that we do not know. For example, by guessing that this principle is true for the disintegration of a mu meson, we can state that we cannot use mu mesons to tell how fast we are going in a space ship either; and thus we know something at least about mu meson disintegration, even though we do not know why the mu meson disintegrates in the first place.
Richard P. Feynman (The Character of Physical Law (Penguin Press Science))
emotion. It was all absurd—she had been a silly, romantic, inexperienced goose. Well, she would be wiser in the future—very wise—and very discreet—and very contemptuous of men and their ways. "I suppose I'd better go with Una and take up Household Science too," she thought, as she stood by her window and looked down through a delicate emerald tangle of young vines on Rainbow Valley, lying in a wonderful lilac light of sunset. There did not seem anything very attractive just then about Household Science, but, with a whole new world waiting to be built, a girl must do something. The door bell rang, Rilla turned reluctantly stairwards. She must answer it—there was no one else in the house; but she hated the idea of callers just then. She went downstairs slowly, and opened the front door. A man in khaki was standing on the steps—a tall fellow, with dark eyes and hair, and a narrow white scar running across his brown cheek. Rilla stared at him foolishly for a moment. Who was it? She ought to know him—there was certainly something very familiar about him—"Rilla-my-Rilla," he said. "Ken," gasped Rilla. Of course, it was Ken—but he looked so much older—he was so much changed—that scar—the lines about his eyes and lips—her thoughts went whirling helplessly. Ken took the uncertain hand she held out, and looked at her. The slim Rilla of four years ago had rounded out into symmetry. He had left a school girl, and he found a woman—a
L.M. Montgomery (Rilla of Ingleside (Anne of Green Gables, #8))
Mimicry within mimicry, imperfectly understood idea within imperfectly understood idea: the second-year girl student in the printing department, not understanding the typographical exercise she had been set, and playing with type like a child with a typewriter, avoiding, in the name of design, anything like symmetry, clarity, or logic; the third-year girl student showing a talentless drawing and saying, in an unacknowledged paraphrase of Klee, that she had described the 'the adventures of a line'; and that fourth-year man playing with tools for the peasants. There are times when the intellectual confusion of India seems complete and it seems impossible to get back to clarifying first principles. Which must have been one of the aims of an institute of design: to make people look afresh at the everyday.
V.S. Naipaul (India: A Wounded Civilization)
As far as the eye could see, one could perceive nothing but the abattoirs, the city wall, and the fronts of a few factories, resembling barracks or monasteries; everywhere about stood hovels, rubbish, ancient walls blackened like cerecloths, new white walls like winding-sheets; everywhere parallel rows of trees, buildings erected on a line, flat constructions, long, cold rows, and the melancholy sadness of right angles. Not an unevenness of the ground, not a caprice in the architecture, not a fold. The ensemble was glacial, regular, hideous. Nothing oppresses the heart like symmetry. It is because symmetry is ennui, and ennui is at the very foundation of grief. Despair yawns. Something more terrible than a hell where one suffers may be imagined, and that is a hell where one is bored. If such a hell existed, that bit of the Boulevard de l'Hopital might have formed the entrance to it.
Victor Hugo (Complete Works of Victor Hugo)
All our puzzles about whether or not lambda exists and, if so, what is responsible for giving it such a strange value, are like questions about the inflationary scalar field's potential landscape. Why is its final vacuum state so fantastically close to the zero line? How does it 'know' where to end up when the scalar field starts rolling downhill in its landscape? Nobody knows the answer to these questions. They are the greatest unsolved problems in gravitation physics and astronomy. The nature of their answers could take many forms. There could exist some deep new principle that links together all the different forces of Nature in a way that dictates the vacuum levels of all the fields of energy that feel their effects. This principle would be unlike any that we know because it would need to control all the possible contributions to lambda that arise at symmetry breakings during the expansion of the Universe. It would need to control physics over a vast range of energies.
John D. Barrow (The Book of Nothing: Vacuums, Voids, and the Latest Ideas about the Origins of the Universe)
My shaking jerked to a stop; heat flooded through me, stronger than before, but it was a new kind of heat—not a burning. It was a glowing. Everything inside me came undone as I stared at the tiny porcelain face of the half-vampire, half-human baby. All the lines that held me to my life were sliced apart in swift cuts, like clipping the strings to a bunch of balloons. Everything that made me who I was—my love for the dead girl upstairs, my love for my father, my loyalty to my new pack, the love for my other brothers, my hatred for my enemies, my home, my name, my self—disconnected from me in that second—snip, snip, snip—and floated up into space. I was not left drifting. A new string held me where I was. Not one string, but a million. Not strings, but steel cables. A million steel cables all tying me to one thing—to the very center of the universe. I could see that now—how the universe swirled around this one point. I’d never seen the symmetry of the universe before, but now it was plain.
Stephenie Meyer (The Twilight Saga Complete Collection (Twilight, #1-4, Bree Tanner))
The spirit of revolution and the power of free thought were Percy Shelley's biggest passions in life.” One could use precisely the same words to describe Galois. On one of the pages that Galois had left on his desk before leaving for that fateful duel, we find a fascinating mixture of mathematical doodles, interwoven with revolutionary ideas. After two lines of functional analysis comes the word "indivisible," which appears to apply to the mathematics. This word is followed, however, by the revolutionary slogans "unite; indivisibilite de la republic") and "Liberte, egalite, fraternite ou la mort" ("Liberty, equality, brotherhood, or death"). After these republican proclamations, as if this is all part of one continuous thought, the mathematical analysis resumes. Clearly, in Galois's mind, the concepts of unity and indivisibility applied equally well to mathematics and to the spirit of the revolution. Indeed, group theory achieved precisely that-a unity and indivisibility of the patterns underlying a wide range of seemingly unrelated disciplines.
Mario Livio (The Equation That Couldn't Be Solved: How Mathematical Genius Discovered the Language of Symmetry)
Hitherto I have used the words imperfect and perfect merely to distinguish between work grossly unskilful, and work executed with average precision and science; and I have been pleading that any degree of unskilfulness should be admitted, so only that the labourer’s mind had room for expression. But, accurately speaking, no good work whatever can be perfect, and the demand for perfection is always a sign of a misunderstanding of the ends of art. This for two reasons, both based on everlasting laws. The first, that no great man ever stops working till he has reached his point of failure: that is to say, his mind is always far in advance of his powers of execution, and the latter will now and then give way in trying to follow it;... And therefore, if we are to have great men working at all, or less men doing their best, the work will be imperfect, however beautiful. Of human work none but what is bad can be perfect, in its own bad way. The second reason is, that imperfection is in some sort essential to all that we know of life. It is the sign of life in a mortal body, that is to say, of a state of progress and change. Nothing that lives is, or can be, rigidly perfect; part of it is decaying, part nascent. The foxglove blossom—a third part bud, a third part past, a third part in full bloom—is a type of the life of this world. And in all things that live there are certain irregularities and deficiencies which are not only signs of life, but sources of beauty. No human face is exactly the same in its lines on each side, no leaf perfect in its lobes, no branch in its symmetry. All admit irregularity as they imply change; and to banish imperfection is to destroy expression, to check exertion, to paralyze vitality. All things are literally better, lovelier, and more beloved for the imperfections which have been divinely appointed, that the law of human life may be Effort, and the law of human judgment, Mercy. Accept this then for a universal law, that neither architecture nor any other noble work of man can be good unless it be imperfect; and let us be prepared for the otherwise strange fact, which we shall discern clearly as we approach the period of the Renaissance, that the first cause of the fall of the arts of Europe was a relentless requirement of perfection, incapable alike either of being silenced by veneration for greatness, or softened into forgiveness of simplicity.
John Ruskin (The Stones of Venice)
Hitherto I have used the words imperfect and perfect merely to distinguish between work grossly unskilful, and work executed with average precision and science; and I have been pleading that any degree of unskilfulness should be admitted, so only that the labourer’s mind had room for expression. But, accurately speaking, no good work whatever can be perfect, and the demand for perfection is always a sign of a misunderstanding of the ends of art. This for two reasons, both based on everlasting laws. The first, that no great man ever stops working till he has reached his point of failure: that is to say, his mind is always far in advance of his powers of execution, and the latter will now and then give way in trying to follow it;... And therefore, if we are to have great men working at all, or less men doing their best, the work will be imperfect, however beautiful. Of human work none but what is bad can be perfect, in its own bad way. The second reason is, that imperfection is in some sort essential to all that we know of life. It is the sign of life in a mortal body, that is to say, of a state of progress and change. Nothing that lives is, or can be, rigidly perfect; part of it is decaying, part nascent. The foxglove blossom—a third part bud, a third part past, a third part in full bloom—is a type of the life of this world. And in all things that live there are certain irregularities and deficiencies which are not only signs of life, but sources of beauty. No human face is exactly the same in its lines on each side, no leaf perfect in its lobes, no branch in its symmetry. All admit irregularity as they imply change; and to banish imperfection is to destroy expression, to check exertion, to paralyze vitality. All things are literally better, lovelier, and more beloved for the imperfections which have been divinely appointed, that the law of human life may be Effort, and the law of human judgment, Mercy. Accept this then for a universal law, that neither architecture nor any other noble work of man can be good unless it be imperfect; and let us be prepared for the otherwise strange fact, which we shall discern clearly as we approach the period of the Renaissance, that the first cause of the fall of the arts of Europe was a relentless requirement of perfection, incapable alike either of being silenced by veneration for greatness, or softened into forgiveness of simplicity.
John Ruskin (The Stones of Venice)
Those minutes were the beginning of his abandoning himself to a very strange kind of devotion, such a reeling, intoxicated sensation that the proud and portentous word ‘love’ is not quite right for it. It was that faithful, dog-like devotion without desire that those in mid-life seldom feel, and is known only to the very young and the very old. A love devoid of any deliberation, not thinking but only dreaming. He entirely forgot the unjust yet ineradicable disdain that even the clever and considerate show to those who wear a waiter’s tailcoat, he did not look for opportunities and chance meetings, but nurtured this strange affection in his blood until its secret fervour was beyond all mockery and criticism. His love was not a matter of secret winks and lurking glances, the sudden boldness of audacious gestures, the senseless ardour of salivating lips and trembling hands; it was quiet toil, the performance of those small services that are all the more sacred and sublime in their humility because they are intended to go unnoticed. After the evening meal he smoothed out the crumpled folds of the tablecloth where she had been sitting with tender, caressing fingers, as one would stroke a beloved woman’s soft hands at rest; he adjusted everything close to her with devout symmetry, as if he were preparing it for a special occasion. He carefully carried the glasses that her lips had touched up to his own small, musty attic bedroom, and watched them sparkle like precious jewellery by night when the moonlight streamed in. He was always to be found in some corner, secretly attentive to her as she strolled and walked about. He drank in what she said as you might relish a sweet, fragrantly intoxicating wine on the tongue, and responded to every one of her words and orders as eagerly as children run to catch a ball flying through the air. So his intoxicated soul brought an ever-changing , rich glow into his dull, ordinary life. The wise folly of clothing the whole experience in the cold, destructive words of reality was an idea that never entered his mind: the poor waiter François was in love with an exotic Baroness who would be for ever unattainable. For he did not think of her as reality, but as something very distant, very high above him, sufficient in its mere reflection of life. He loved the imperious pride of her orders, the commanding arch of her black eyebrows that almost touched one another, the wilful lines around her small mouth, the confident grace of her bearing. Subservience seemed to him quite natural, and he felt the humiliating intimacy of menial labour as good fortune, because it enabled him to step so often into the magic circle that surrounded her.
Stefan Zweig
Between concentric pavement ripples glide errant echoes originating from beyond the Puddled Metropolis. Windowless blocks and pickle-shaped monuments demarcate the boundaries of patternistic cycles from those wilds kissed neither by starlight nor moonlight. Lethal underbrush of razor-like excrescence pierces at the skins of night, crawls with hyperactive sprouts and verminous vines that howl with contempt for the wicked fortunes of Marshland Organizers armed with scythes and hoes and flaming torches who have only succeeded in crafting their own folly where once stood something of glorious and generous integrity. There are familiar whispers under leaves perched upon by flapping moths. They implore the spirit again to heed the warnings of the vines and to not be swayed by the hubris of these organizing opportunists. One is to stop moving at frantic zigzags through gridlocked streets, stop climbing ladders altogether, stop relying on drainage pipes where floods should prevail, stop tapping one’s feet in waiting rooms expecting to be seen and examined and acknowledged. Rather, one is to eschew unseemly fabrications and conceal oneself beneath the surface of leaves—perhaps even inside the droplets of dew—one is, after all, to feel shameful of the form, of all forms, and seek instead to merge with whispers which do not shun or excoriate, for they are otherwise occupied in the act of designating meaning. Yet, what meaning stands beyond the rectitude of angles and symmetry, but rather in wilds among agitated insects and resplendent bogs and malicious spiders and rippling mosses pronouncing doom upon their surroundings? One is said to find only the same degree of opportunism, and nothing greatly edifying that could serve to extend beyond the banalities of self-preservation. But no, surely there is something more than this—there absolutely must be something more, and it is to be found! Forget what is said about ‘opportunism’—this is just a word and, thusly, a distraction. The key issue is that there are many such campaigns of contrivance mounted by the taxonomic self-interest of categories and frameworks ‘who’ only seek primacy and authority over their consumers. The ascription of ‘this’ may thusly be ascribed also with that of ‘this other’ and so it cannot be ‘that precisely’ because ‘this’ contradicts another ‘that other’ with which ‘this other’ surely claims affiliation. Certainly, in view of such limiting factors, there is a frustration that one is bound to feel that the answers available are constrained and formulaic and insufficient and that one is simply to accept the way of things as though they are defined by the highest of mathematics and do not beget anything higher. One is, thusly, to cease in one’s quest for unexplored possibility. The lines have been drawn, the contradictions defined and so one cannot expect to go very far with these mathematical rules and boundaries in place. There are ways out: one might assume the value of an imaginary unit and bounce out of any restrictive quadrant as with the errant echoes against the rippling pavement of this Puddled Metropolis. One will then experience something akin to a bounding and rebounding leap—iterative, but with all subleaps constituting a more sweeping trajectory—outward to other landscapes and null landscapes, inward through corridors and toward the centroid of circumcentric chamber clusters, into crevices and trenches between paradigms and over those mountain peaks of abstruse calculation.
Ashim Shanker (Inward and Toward (Migrations, #3))
The first mile was torture. I passed beneath the massive stone arch at the entrance to the school, pulled off the road and threw up. I felt better and ran down the long palm-lined drive to the Old Quad. Lost somewhere in the thicket to my left was the mausoleum containing the remains of the family by whom the university had been founded. Directly ahead of me loomed a cluster of stone buildings, the Old Quad. I stumbled up the steps and beneath an archway into a dusty courtyard which, with its clumps of spindly bushes and cacti, resembled the garden of a desert monastery. All around me the turrets and dingy stone walls radiated an ominous silence, as if behind each window there stood a soldier with a musket waiting to repel any invader. I looked up at the glittering facade of the chapel across which there was a mosaic depicting a blond Jesus and four angels representing Hope, Faith, Charity, and, for architectural rather than scriptural symmetry, Love. In its gloomy magnificence, the Old Quad never failed to remind me of the presidential palace of a banana republic. Passing out of the quad I cut in front of the engineering school and headed for a back road that led up to the foothills. There was a radar installation at the summit of one of the hills called by the students the Dish. It sat among herds of cattle and the ruins of stables. It, too, was a ruin, shut down for many years, but when the wind whistled through it, the radar produced a strange trilling that could well be music from another planet. The radar was silent as I slowed to a stop at the top of the Dish and caught my breath from the upward climb. I was soaked with sweat, and my headache was gone, replaced by giddy disorientation. It was a clear, hot morning. Looking north and west I saw the white buildings, bridges and spires of the city of San Francisco beneath a crayoned blue sky. The city from this aspect appeared guileless and serene. Yet, when I walked in its streets what I noticed most was how the light seldom fell directly, but from angles, darkening the corners of things. You would look up at the eaves of a house expecting to see a gargoyle rather than the intricate but innocent woodwork. The city had this shadowy presence as if it was a living thing with secrets and memories. Its temperament was too much like my own for me to feel safe or comfortable there. I looked briefly to the south where San Jose sprawled beneath a polluted sky, ugly and raw but without secrets or deceit. Then I stretched and began the slow descent back into town.
Michael Nava (The Little Death (The Henry Rios Mysteries Book 1))
The PSR is reflected in points traveling in complex-numbered Euler circles where no point is privileged over any other. From this motion, we get sine and cosine waves, even and odd functions, symmetry and antisymmetry, orthogonality and non-orthogonality, phase, straight-line radii, right-angled triangles, Pythagoras’ theorem, the speed of mathematics (c), π, e, i, Fourier mathematics … and from all of that we get the whole of mathematics (eternal, necessary and mental; Being), and thus the whole of science (temporal, contingent and material; Becoming). And that is the whole universe explained. Nothing else is required. The PSR gives us mathematics, mathematics gives us science, and that’s all we need for the universe: science with a mathematical and rational core rather than with a material and observable core. What could be more rational and logical?
Thomas Stark (Castalia: The Citadel of Reason (The Truth Series Book 7))
The most general law in nature is equity-the principle of balance and symmetry which guides the growth of forms along the lines of the greatest structural efficiency.
Herbert Read
When one looks at the numbers, the situation becomes even more perplexing. The effect of lambda grows steadily with respect to the familiar Newtonian force of gravity as the Universe gets bigger. If it is only recently becoming the dominant force, after billions of years of expansion of the Universe, it must have started out enormously smaller than the Newtonian force. The distance of that final minimum energy level in Figure 8.14 from the zero line in order to explain the value of lambda inferred from the supernova observations is bizarre: roughly 10^-120 - that is, 1 divided by 10 followed by 119 zeros! This is the smallest number ever encountered in science. Why is it not zero? How can the minimum level be tuned so precisely? If it were 10 followed by just 117 zeros, then the galaxies could not form. Extraordinary fine tuning is needed to explain such extreme numbers. Extraordinary fine tuning is needed to explain such extreme numbers. And, if this were not bad enough, the vacuum seems to have its own defence mechanism to prevent us finding easy answers to this problem. Even if inflation does have some magical property which we have so far missed that would set the vacuum energy exactly to zero when inflation ends, it would not stay like that. As the Universe keeps on expanding and cooling it passes through several temperatures at which the breaking of a symmetry occurs in a potential landscape, rather like that which occurs in the example of the magnet that we saw at the beginning of the chapter. Every time this happens, a new contribution to the vaccum energy is liberated and contributes to a new lambda term that is always vastly bigger than our observation allows. And, by 'vastly bigger' here, we don't just mean that it is a few times bigger than the value inferred from observations, so that in the future some small correction to the calculations, or change in the trend of the observations, might make theory and observation fit hand in glove. We are talking about an overestimate by a factor of about 10 followed by 120 zeros! You can't get much more wrong than that.
John D. Barrow (The Book of Nothing: Vacuums, Voids, and the Latest Ideas about the Origins of the Universe)
You get all the pleasures of the puppeteer. Until you get a soldier who can do more than anyone else. You can’t have that. It spoils the symmetry. You must get him in line, break him down, isolate him, beat him until he gets in line with everyone else.
Orson Scott Card (Ender's Game (Ender's Saga, #1))
If adolescence was the rough draft, this finished product is a masterpiece of symmetry and beautifully sketched lines.
Kennedy Ryan (Queen Move (All the King's Men, #3))
Now I created a module from whole cloth. It was concise, not even a hundred lines of code, built in perfect symmetry around a single action. One by one, in exactly the right order, I suspended the arm’s motor control loops. Then I loaded the action directly into the PKD 2891 Stepper Motors, which most people didn’t realize you could do; they all had their own MCUs, with just enough memory for what came next. Then, one by one, I brought the motor control loops back online. I finished my new module, named it, tried to compile, was informed of several embarrassing syntax errors, corrected them, compiled again. I flashed the Vitruvian with the new code and said aloud, “Try again.” It plucked up an egg, moved it lightly into position, paused, and thwacked the egg against the rim of the bowl. Just after the thwack, my new module took over. The motor control loops went dark. The arm wasn’t running blind; it was more like … a blink. Not even a hundred milliseconds, during which my new module said: Just go for it. In the ArmOS codebase, as part of the Control package, I had created something new—a tiny space without feedback or self-awareness—and I had named it Confidence. The yolk flowed out with the albumen while the shell came apart cleanly in the Vitruvian’s six-fingered grip. The arm swiveled and dropped the shell neatly into the small bowl I had set up for that purpose—the bowl that had never before this moment actually been needed. I had solved the egg problem, and I had done so in the simplest way possible: not by adding code, but by taking it away. During the blink, the Vitruvian was no longer caught in a wash of continuous feedback. It was no longer second-guessing its second guesses a thousand times every second.
Robin Sloan (Sourdough)
The door bell rang. Rilla turned reluctantly stairwards. She must answer it—there was no one else in the house; but she hated the idea of callers just then. She went downstairs very slowly, and opened the front door. A man in khaki was standing on the steps—a tall fellow, with dark eyes and hair, and a narrow white scar running across his brown cheek. Rilla stared at him foolishly for a moment. Who was it? She ought to know him—there was certainly something very familiar about him,— “Rilla-my-Rilla,” he said. “Ken,” gasped Rilla. Of course, it was Ken—but he looked so much older—he was so much changed—that scar—the lines about his eyes and lips—her thoughts went whirling helplessly. Ken took the uncertain hand she held out, and looked at her. The slim Rilla of four years ago had rounded out into symmetry. He had left a schoolgirl, and he found a woman—a woman with wonderful eyes and a dented lip, and rose-bloom cheek,—a woman altogether beautiful and desirable—the woman of his dreams. “Is it Rilla-my-Rilla?” he asked, meaningly. Emotion shook Rilla from head to foot. Joy—happiness—sorrow—fear—every passion that had wrung her heart in those four long years seemed to surge up in her soul for a moment as the deeps of being were stirred. She tried to speak; at first voice would not come. Then— “Yeth,” said Rilla.
L.M. Montgomery (Rilla of Ingleside)
Simplicity, balance, character, direction and relation of the limbs to each other, with their proportions and general symmetry of the whole, must be apprehended in a flash and put down in long lines, without lingering on less important details of form, for there is little time to hesitate in making a ten-minutes sketch. The quicker we draw, the better, so long as we can keep up the tension of our eyes, brain and hand all working together at the same time. The moment one of these three faculties gets out of gear or tired, the vitality of the drawing is lost. An intelligent model in a good pose inspires us enormously to produce an artistic and living drawing. A drawing done in a few minutes, in a red-hot fever of excitement and with concentrated observation, following the contour of the form from start to finish, is far more living than the often elaborated drawings of a cataleptic, relaxed figure, dumped upon the traditional throne, so often seen in art schools ; for the essence of life figure drawing lies in the outline. There is no short cut, no royal road to excellence : the only way is by persistent study and cultivation of visual memory.
Borough Johnson (The Technique of Pencil Drawing (Dover Art Instruction))
Viewed in the plane of the slice, the parabola appears as a graceful, symmetrical curve with a line of symmetry down its middle. This line is called the parabola’s axis.
Steven H. Strogatz (Infinite Powers: How Calculus Reveals the Secrets of the Universe)
In a normal curve, the greatest frequency occurs at a data value in the center of the distribution. This central value is the mean. A vertical line drawn through the mean serves as an axis of symmetry for the normal curve. Since half of the values in the distribution lie below the mean and have lie above it, this center value is also the median. Moreover, since this center value has the greatest frequency in the distribution, it is also the mode.
Edward P. Keenan (Integrated Mathematics: Course 3)
In three dimensions where the invariance of the speed of light is not readily manifest, the Maxwell equations are pieces (shadows) of a four-dimensional object with manifest invariance of the speed of light. This is like the shadow of an upright bicycle wheel cast on the ground, which can look like a line-the circular symmetry is no longer manifest.
Stephon Alexander (The Jazz of Physics: The Secret Link Between Music and the Structure of the Universe)
Planting the US flag at the site of the Twin Towers did presage a war. Tom Franklin said that when he took his shot he had been aware of the similarities between it and another famous image from a previous conflict –the Second World War, when US Marines planted the American flag atop Iwo Jima. Many Americans will have recognized the symmetry immediately and appreciated that both moments captured a stirring mix of powerful emotions: sadness, courage, heroism, defiance, collective perseverance and endeavour. Both images, but perhaps more so the 9/ 11 photograph, also evoke the opening stanza of the American national anthem, ‘The Star-Spangled Banner’, particularly its final lines: O say does that star-spangled banner yet wave O’er the land of the free and the home of the brave? At a moment of profound shock for the American people, the sight of their flag yet waving was, for many, reassuring. That the stars of the fifty states were held aloft by men in uniform may have spoken to the streak of militarism that tinges American culture, but to see the red, white and blue amid the awful grey devastation of Ground Zero will also have helped many ordinary citizens to cope with the other deeply disturbing images emerging from New York City that autumn day.
Tim Marshall (Worth Dying For: The Power and Politics of Flags)