Islamic Geometric Quotes

The differences between religions are reflected very clearly in the different forms of sacred art: compared with Gothic art, above all in its “flamboyant” style, Islamic art is contemplative rather than volitive: it is “intellectual” and not “dramatic”, and it opposes the cold beauty of geometrical design to the mystical heroism of cathedrals. Islam is the perspective of “omnipresence” (“God is everywhere”), which coincides with that of “simultaneity” (“Truth has always been”); it aims at avoiding any “particularization” or “condensation”, any “unique fact” in time and space, although as a religion it necessarily includes an aspect of “unique fact”, without which it would be ineffective or even absurd. In other words Islam aims at what is “everywhere center”, and this is why, symbolically speaking, it replaces the cross with the cube or the woven fabric: it “decentralizes” and “universalizes” to the greatest possible extent, in the realm of art as in that of doctrine; it is opposed to any individualist mode and hence to any “personalist” mysticism. To express ourselves in geometrical terms, we could say that a point which seeks to be unique, and which thus becomes an absolute center, appears to Islam—in art as in theology—as a usurpation of the divine absoluteness and therefore as an “association” (shirk); there is only one single center, God, whence the prohibition against “centralizing” images, especially statues; even the Prophet, the human center of the tradition, has no right to a “Christic uniqueness” and is “decentralized” by the series of other Prophets; the same is true of Islam—or the Koran—which is similarly integrated in a universal “fabric” and a cosmic “rhythm”, having been preceded by other religions—or other “Books”—which it merely restores. The Kaaba, center of the Muslim world, becomes space as soon as one is inside the building: the ritual direction of prayer is then projected toward the four cardinal points. If Christianity is like a central fire, Islam on the contrary resembles a blanket of snow, at once unifying and leveling and having its center everywhere.

Elephanta caves, Mumbai-- I entered a world made of shadows and sudden brightness. The play of the light, the vastness of the space and its irregular form, the figures carved on the walls: all of it gave the place a sacred character, sacred in the deepest meaning of the word. In the shadows were the powerful reliefs and statues, many of them mutilated by the fanaticism of the Portuguese and the Muslims, but all of them majestic, solid, made of a solar material. Corporeal beauty, turned into living stone. Divinities of the earth, sexual incarnations of the most abstract thought, gods that were simultaneously intellectual and carnal, terrible and peaceful. ............................................................................ Gothic architecture is the music turned to stone; one could say that Hindu architecture is sculpted dance. The Absolute, the principle in whose matrix all contradictions dissolve (Brahma), is “neither this nor this nor this.” It is the way in which the great temples at Ellora, Ajanta, Karli, and other sites were built, carved out of mountains. In Islamic architecture, nothing is sculptural—exactly the opposite of the Hindu. The Red Fort, on the bank of the wide Jamuna River, is as powerful as a fort and as graceful as a palace. It is difficult to think of another tower that combines the height, solidity, and slender elegance of the Qutab Minar. The reddish stone, contrasting with the transparency of the air and the blue of the sky, gives the monument a vertical dynamism, like a huge rocket aimed at the stars. The mausoleum is like a poem made not of words but of trees, pools, avenues of sand and flowers: strict meters that cross and recross in angles that are obvious but no less surprising rhymes. Everything has been transformed into a construction made of cubes, hemispheres, and arcs: the universe reduced to its essential geometric elements. The abolition of time turned into space, space turned into a collection of shapes that are simultaneously solid and light, creations of another space, made of air. There is nothing terrifying in these tombs: they give the sensation of infinity and pacify the soul. The simplicity and harmony of their forms satisfy one of the most profound necessities of the spirit: the longing for order, the love of proportion. At the same time they arouse our fantasies. These monuments and gardens incite us to dream and to fly. They are magic carpets. Compare Ellora with the Taj Mahal, or the frescoes of Ajanta with Mughal miniatures. These are not distinct artistic styles, but rather two different visions of the world.

The trajectory curves produced by the ball thrown into the air or the orbital curves of the planets orbiting the sun were of great interest to mathematicians. Treating algebraic systems was developed by medieval Islam scholars. Descartes showed how to use the algebraic term (x, y) to describe a geometric shape, showing what is known as Cartesian coordinates and how they were drawn using x, y and graphs. A straight line graph has characteristics that are easy to calculate. 카톡【AKR331】텔레【RDH705】라인【SPR331】위커【SPR705】 저희는 7가지 철칙을 바탕으로 거래를 합니다. 고객들과 지키지못할약속은 하지않습니다 1.정품보장 2.총알배송 3.투명한 가격 4.편한 상담 5.끝내주는 서비스 6.고객님 정보 보호 7.깔끔한 거래 포폴,에토미,수면제 팔아요 The known formula from the Babylonian times was able to calculate the area under the straight line. This slope (the rate of change represented by the slope of the straight line) is the value of the y coordinate divided by the change of the associated x coordinate. However, these values ​​are more difficult to calculate in the curve. Before Newton, mathematicians realized that one way to do this was to calculate an approximation. Calculate the curve as continuous straight lines, and the area under the curve as continuous squares and triangles. Using more or less rectangles and triangles, you can get a more accurate approximation, but this is still only an approximation. Newton began challenging this problem before he reached Ulussof. In February 1665 he was still in the third year of college. He knew that the French mathematician Fermat and his mentor Bera both explained the formula for a particular curve. He began to wonder if they could be generalized to all curves. "I got a hint about this method from how to draw Fermat's tangents and generalized it," he later said. The key to this problem was his ability to use infinite water. Newton realized this. Instead of adding to infinity, the sum associated with an infinite series is similar to a finite set of goals or limits. And we could use this to find the curve as a rectangle. Effective using infinite numbers and giving small squares to the area under the curve. This is 'integral'.

There is traditional mosaic work and glazed tiles in geometric designs, but there is also a smattering of Western consumer goods: ‘several fine European pier glasses with very handsome hangings’ in the royal apartments, for instance, and ‘in each room is a fine gilt branch for wax candles’.60 This is not a straightforward act of emulation of Western tastes, however. In Islamic tradition, light possesses a divine quality as the visible manifestation of God’s presence and reason. As he consistently tries to do, Sidi Muhammad has borrowed from the West with

Even Imam Ghazali himself was not against science per se, but only on bringing science in matters of faith. Imam Ghazali said: 'Whosoever thinks that to engage in a disputation for refuting such a theory is a religious duty harms religion and weakens it. For these matters rest on demonstrations, geometrical and arithmetical, that leaves no room for doubt.' Imam Ghazali is also quoted to have stated: 'Great indeed is the crime against religion committed by anyone who supposes that Islam is to be championed by the denial of these mathematical sciences. For the revealed Law nowhere undertakes to deny or affirm these sciences, and the latter nowhere address themselves to religious matters.

Thus, the spirit of objective inquiry in understanding physical realities was very much there in the works of Muslim scientists. The seminal work on Algebra comes from Al-Khwarizmī and Fibonacci (Leonardo of Pisa) has quoted him. Al-Khwarizmī, the pioneer of Algebra, wrote that given an equation, collecting the unknowns on one side of the equation is called 'al-Jabr'. The word Algebra comes from that. He developed sine, cosine and trigonometric tables, which were later translated in the West. He developed algorithms, which are the building blocks of modern computers. In mathematics, several Muslim scientists like Al-Battani, Al-Beruni and Abul-Wafa contributed to trigonometry. Furthermore, Omar Khayyam worked on Binomial Theorem. He found geometric solutions to all 13 forms of cubic equations.

While Christian tradition favored literal images of its gods and saints, Islam focused on calligraphy and geometric patterns to represent the beauty of God’s universe. Islamic tradition held that only God could create life, and therefore man has no place creating images of life—not gods, not people, not even animals.

Khwarizmi’s major contribution was to combine Euclid’s theories with Indian mathematics. The sheer clarity of his writing, and the simple way he managed to explain complex ideas, inspired generations of subsequent mathematicians and initiated rapid developments in algebra, geometry and trigonometry across the Islamic world: Indian innovations such as linear and quadratic equations, geometrical solutions, tables of sines, tangents and co-tangents suddenly became accessible to all.