Geometric Poetry Quotes

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CIRCLES OF LIFE Everything Turns, Rotates, Spins, Circles, Loops, Pulsates, Resonates, And Repeats. Circles Of life, Born from Pulses Of light, Vibrate To Breathe, While Spiraling Outwards For Infinity Through The lens Of time, And into A sea Of stars And Lucid Dreams. Poetry by Suzy Kassem
Suzy Kassem (Rise Up and Salute the Sun: The Writings of Suzy Kassem)
So all night long the storm roared on: The morning broke without a sun; In tiny spherule traced with lines Of Nature’s geometric signs, In starry flake, and pellicle, All day the hoary meteor fell; And, when the second morning shone, We looked upon a world unknown, On nothing we could call our own. Around the glistening wonder bent The blue walls of the firmament, No cloud above, no earth below,— A universe of sky and snow!
John Greenleaf Whittier (Complete poetical works)
Because it is occasionally possible, just for brief moments, to find the words that will unlock the doors of all those many mansions inside the head and express something - perhaps not much, just something - of the crush of information that presses in on us from the way a crow flies over and the way a man walks and the look of a street and from what we did one day a dozen years ago. Words that will express something of the deep complexity that makes us precisely the way we are, from the momentary effect of the barometer to the force that created men distinct from trees. Something of the inaudible music that moves us along in our bodies from moment to moment like water in a river. Something of the spirit of the snowflake in the water of the river. Something of the duplicity and the relativity and the merely fleeting quality of all this. Something of the almighty importance of it and something of the utter meaninglessness. And when words can manage something of this, and manage it in a moment, of time, and in that same moment, make out of it all the vital signature of a human being - not of an atom, or of a geometrical diagram, or of a heap of lenses - but a human being, we call it poetry.
Ted Hughes
If a man is at once acquainted with the geometric foundation of things and with their festal splendor, his poetry is exact and his arithmetic musical.
Ralph Waldo Emerson
Whether we like it or not, if we are to pursue a career in science, eventually we have to learn the “language of nature”: mathematics. Without mathematics, we can only be passive observers to the dance of nature rather than active participants. As Einstein once said, “Pure mathematics is, in its way, the poetry of logical ideas.” Let me offer an analogy. One may love French civilization and literature, but to truly understand the French mind, one must learn the French language and how to conjugate French verbs. The same is true of science and mathematics. Galileo once wrote, “[The universe] cannot be read until we have learnt the language and become familiar with the characters in which it is written. It is written in mathematical language, and the letters are triangles, circles, and other geometrical figures, without which means it is humanly impossible to understand a single word.
Michio Kaku (Parallel Worlds: A Journey Through Creation, Higher Dimensions, and the Future of the Cosmos)
It may appear surprising that sensibility should be introduced in connexion with mathematical demonstrations, which, it would seem, can only interest the intellect. But not if we bear in mind the feeling of mathematical beauty, of the harmony of numbers and forms and of geometric elegance. It is a real aesthetic feeling that all true mathematicians recognize, and this is truly sensibility.
Cédric Villani (Mathematics is the Poetry of Science)
Not merely is the art of the second half of the fifth century influenced by the same experience which formed the ideas of the Sophists; a spiritual movement such as theirs, with its stimulating humanism, was bound to have a direct effect upon the outlook of the poets and artists. When we come to the fourth century there is no branch of art in which their influence cannot be traced. Nowhere is the new spirit more striking than in the new type of athlete which, with Praxiteles and Lysippus, now supplants the manly ideal of Polycletus. Their Hermes and Apoxyomenos have nothing of the heroic, of aristocratic austerity and disdain about them; they give the impression of being dancers rather than athletes. Their intellectuality is expressed not merely in their heads; their whole appearance emphasizes that ephemeral quality of all that is human which the Sophists had pointed out and stressed. Their whole being is dynamically charged and full of latent force and movement. When you try to look at them they will not allow you to rest in any one position, for the sculptor has discarded all thought of principal view-points; on the contrary, these works underline the incompleteness and momentariness of each ephemeral aspect to such a degree as to force the spectator to be altering his position constantly until he has been round the whole figure. He is thus made aware of the relativity of each single aspect, just as the Sophists became aware that every truth, every norm and every standard has a perspective element and alters as the view-point alters. Art now frees itself from the last fetters of the geometrical; the very last traces of frontality now disappear. The Apoxyomenos is completely absorbed in himself, leads his own life and takes no notice of the spectator. The individualism and relativism of the Sophists, the illusionism and subjectivity of contemporary art, alike express the spirit of economic liberalism and democracy—the spiritual condition of people who reject the old aristocratic attitude towards life, with all its gravity and magnificence, because they think they owe everything to themselves and nothing to their ancestors, and who give vent to all their emotions and passions with complete lack of restraint because so whole-heartedly convinced that man is the measure of all things.
Arnold Hauser (The Social History of Art, Volume 1: From Prehistoric Times to the Middle Ages)