Sideways 8 | Article about Sideways 8 by The Free Dictionary Sideways 8 | Article about Sideways 8 by The Free Dictionary infinity, in mathematics, that which is not finite; it is often indicated by the symbol ∞. A sequence sequence, in mathematics, ordered set of mathematical quantities called terms. A sequence is said to be known if a formula can be given for any particular term using the preceding terms or using its position in the sequence. ..... Click the link for more information. of numbers, a1, a2, a3, … , is said to "approach infinity" if the numbers eventually become arbitrarily large, i.e., are larger than some number, N, that may be chosen at will to be a million, a billion, or any other large number (see limit limit, in mathematics, value approached by a sequence or a function as the index or independent variable approaches some value, possibly infinity. For example, the terms of the sequence 1-2, 1-4, 1-8, 1-16, … are obviously getting smaller and smaller; since, if enough ..... Click the link for more information. ).

The term infinity is used in a somewhat different sense to refer to a collection of objects that does not contain a finite number of objects. For example, there are infinitely many points on a line, and Euclid demonstrated that there are infinitely many prime numbers. The German mathematician Georg Cantor showed that there are different orders of infinity, the infinity of points on a line being of a greater order than that of prime numbers (see transfinite number transfinite number, cardinal or ordinal number designating the magnitude (power) or order of an infinite set; the theory of transfinite numbers was introduced by Georg Cantor in 1874. ..... Click the link for more information. ). In geometry one may define a point at infinity, or ideal point, as the point of intersection of two parallel lines, and similarly the line at infinity is the locus of all such points; if homogeneous coordinates (x1, x2, x3) are used, the line at infinity is the locus of all points (x1, x2, 0), where x1 and x2 are not both zero. (Homogeneous coordinates are related to Cartesian coordinates by x=x1/x3 and y=x2/x3.) Bibliography See A. D.

Aczel, The Mystery of the Aleph (2000); D. F. Wallace, Everything and More (2003). Infinity (in mathematics). “Mathematical infinity is taken from reality, although unconsciously, and therefore it can only be explained from reality and not from itself or from mathematical abstraction” (F. Engels, Anti-Duhring, 1966, p. 396). The material basis of the mathematical infinite can be understood only when it is considered in dialectical harmony with the finite. Every mathematical theory is bound by a compulsory requirement for internal formal consistency. Thus the problem arises of how to unite this requirement with the essentially contradictory character of the reality of infinity. “The annihilation of this inconsistency would be the end of infinity” (ibid., p. 47). The solution to this problem consists of the following: When, in the theory of limits, one considers infinite limits—lim an = ∞—or, in the theory of sets, infinite powers, this does not lead to internal formal inconsistencies in the indicated theories only because these distinct special forms of mathematical infinity are extremely simplified, schematized forms of the different aspects of infinity in the real world.

This article is confined to indicating the different approaches to infinity in mathematics which are discussed in detail in other articles. (1) The idea of infinitely large and infinitesimal variable quantities in one of the fundamental problems in mathematical analysis. The idea preceding the modern approach to the concept of the infinitesimal, according to which finite quantities were composed of an infinite number of infinitely small “indivisibles” which were not treated as variables but as constants smaller than any finite quantity, can serve as one example of the invalid separation of the infinite from the finite. Only the decomposition of finite quantities into a non-boundedly increasing number of nonbounded decreasing addends has real meaning. (2) Under entirely different logical circumstances, infinity appears in mathematics in the form of “improper” infinitely distant geometric forms at infinity. Here, for example, a point at infinity on line a is considered as a special fixed object “attached” to the ordinary finite points of the line. However, the continuous connection of the infinite with the finite is detected even here, for example, on projecting from a center lying outside the line, in which to the point at infinity, there turns out to be a corresponding straight line that passes through the center of projection and is parallel to the primary linea.

The extension of the system of real numbers with the two “improper” numbers + ∞ and – ∞, which meets many of the requirements of analysis and the theory of functions of a real variable, is analogous. One can approach the extension of the sequence of natural numbers 1, 2, 3, . . . , with the transfinite numbers ω, ω + 1, . . . , 2ω, 2ω + 1, . . . from the same point of view. In connection with the difference between variable infinitesimal and infinitely large quantities on the one hand and “improper” infinitely large numbers considered as constants on the other, the terms “potential” infinity (for the former) and “actual” infinity (for the latter) have arisen. In this initial sense (for another, modern, sense, see below) the controversy between the advocates of actual and potential infinity can be considered ended. The infinitesimal and the infinitely large quantity, which form the basis of the definition of the derivative as the ratio of two infinitesimals and of the integral as the sum of an infinite number of infinitesimals, and the concepts of mathematical analysis which border on them must be interpreted as potential infinities.

In addition to this, under the proper logical circumstances, actual infinitely large “improper” numbers are also rightly included in mathematics (even in many diverse aspects: as quantitative and ordinal transfinite numbers in the theory of sets, as the improper elements + ∞ and – ∞ of the real number system, and so forth). In mathematics, one has to deal with two methods of adding infinite improper elements to the number system. (a) From the projective point of view, a straight line has one point at infinity. In the ordinary metric system of coordinates, this point is naturally assigned to the abscissa at ∞. The same addition to the number system of a single infinity without a sign is used in the theory of functions of a complex variable. In elementary analysis, in the study of rational functions f(x) = P(x)lQ(x) where P(x) and Q(x) are polynomials at those points where Q(x) has a zero of a higher order than P(x), it is natural to assume that fix) = ∞.

The following rules of operation are set for the improper element ∞; ∞ + a = ∞ if a is finite ∞ + ∞ has no meaning Infinity in philosophy, a concept used in two different senses: qualitative infinity, which is expressed in the laws of science and which states the universal nature of the connections of phenomena; and quantitative infinity, which is the limitlessness of processes and phenomena. The problem of qualitative infinity was discussed in ancient philosophy, particularly in connection with cosmogony and problems of the nature of thought. However, it acquired special importance in modern philosophy in connection with the development of natural science and the problems of its logical substantiation (R. Descartes, J. Locke, G. Leibniz). G. Hegel gave a profound philosophical analysis of the problem of infinity. He distinguished between true, (qualitative) and “bad” infinity—a limitless increase in quantity—and connected the category of infinity with the nature of processes of development. Hegel’s ideas were reinterpreted materialistically by Marxism, which emphasized the dialectical interconnection of infinity and the finite and the contradictory nature of infinity. The indication of the connection between infinity and the category of the universal was important. As F.

Engels wrote, “the form of universality is the form of self-completeness, hence, of infinity; it is the comprehension of many finites in the infinite” (K. Marx and F. Engels, Soch., 2nd ed., vol. 20, pp. 548–49). With regard to cosmological problems, quantitative infinity is generally viewed as the infinity of the material world in space and time. Here, the religious idealistic viewpoint conflicts with the materialist viewpoint. The religious idealistic viewpoint interprets infinity as the infinity of the deity with its timeless-ness, or as the product of consciousness. The materialistic point of view regards infinity as one of the properties of space and time and investigates it, relying on the results of mathematics and cosmology. According to the data of contemporary cosmology, the universe (the material world viewed only as a spatial and temporal distribution of masses) is infinite in space and time. However, its spatial and temporal characteristics taken separately may be both finite and infinite, depending on the frame of reference chosen. In physics infinity is viewed as infinity “in depth” in connection with the problem of the structure of elementary particles.

REFERENCES Infinity Symbol Meaning Revealed Infinity Symbol Meaning Revealed Infinity Symbol Meaning Revealed Infinity Jewelry has been growing in popularity largely due to its beautiful meaning and elegant look. At first glance the infinity symbol looks like a fallen over number eight but this ancient symbol holds a deep and spiritual meaning. What makes the infinity symbol so unique is its multifaceted meaning and symbolism. To some the infinity can symbolize its more modern interpretation of eternity and everlasting love. To others their connection to the infinity draws from its ancient understanding as the symbol of perfection, duality and empowerment. The Mathematical Infinity This infinity symbol we recognize today was introduced by 17th century English mathematician John Wallis. This simple infinity image, which looks like a sideways number eight, was originally referred to as the Lemniscate, meaning "ribbon” by ancient Greek mathematicians and philosophers. Wallis reintroduced this symbol to represent the mathematical concept of infinity, a quantity that's bigger than any number. The word infinity comes from infinitas, which in Latin means boundlessness. Infinity in Different Cultures The infinity symbol is not a new symbol and throughout the ages and various cultures the infinity symbol was used to represent different concepts and ideas.

In ancient India and Tibet, the infinity symbol represented perfection, dualism, and equality between male and female. In the occult tarot the infinity symbol is found on the Magician card and represents equilibrium or the balance of surrounding forces. The infinity symbol appears often in a variety of mystical Celtic knot designs. Celtic knots, similar to the infinity symbol, have no end or beginning. The Popularity of the Infinity Infinity jewelry encompasses the idea of forever. The infinity symbol can be drawn in one continuous movement and has neither a beginning or an end. It holds with it the ideas of no limitations and infinite possibilities. While the concept of infinity or truly forever cannot truly be grasped, it represents the desire for something to be everlasting. It is no wonder that many couples choose to feature the infinity symbol as a tattoo or wear it as an accessory as a symbol of their love. This association with love and friendship makes infinity jewelry the perfect gift to bestow to a significant other or best friend. The Infinity Symbol is the perfect design and addition for rings, necklaces, earrings and bracelets. oNecklace has an entire collection of infinity jewelry available for you to personalize with your unique touch!

Now that you know the deeper meaning behind the infinity symbol, you will be sure to find the perfect accessory to mark a unique friendship or love . Get your social on What's a symbol for eternity? Education & Reference Questions and Answers Web What's a symbol for eternity? Answers: Its also a circle in math, the symbol is infinite, looks like an eight but sideways lying down. The number 8 written on it's side like 2 circles connected - it has no beginning and no end Number 8 on it's side is a sign for infinity or eternity. Also, the ouroborus - the snake swallowing it's own tail is a sign from mythology of eternity. This is also a sign of the cycle of life and death. In a lot of symbols people suggest the circle as a sign of eternity too as it goes around but never stops. infinity is a sideways 8 The "lazy eight" the figure 8 laying on its side lol. Rather appropriate, I always thought. Eternity being such a loooong time, the only way to go would be to sleep through it lol. Love, affection and caring for everyone and everything is the SYMBOL of ETERNITY.

As previously said a sideways 8, which the link will demonstrate Poooooooooo THE SEAL of the Theosophical Society is composed of a number of symbols, all of them having been used from ancient times to express profound spiritual and philosophical concepts about humanity and the universe. They may be found in a variety of forms in the great religions of the world and their universality is further shown by their appearance in widely separated cultures. Each symbol, studied separately, will yield a wealth of understanding, but none of them can be interpreted with a narrow precision. Taken together as in the Society's seal, they represent a unity of meaning, suggesting a vast evolutionary scheme embracing the whole of nature, physical and spiritual. Study and contemplation of the emblem as well as its several component symbols will lead the serious student to an awareness of some of the deepest mysteries of existence. A few brief suggestions may be helpful to the enquirer looking at the seal for the first time. THE SERPENTTHE SERPENT is the timeless symbol of the highest spiritual Wisdom. Swallowing its tail, it is a symbol of regeneration. It is the self­born, the circle of infinite wisdom, life and immortality.

The circle itself is an ancient symbol of eternity and represents the Absolute, the unmanifested universe containing the potentials of all form. As representative of the infinite sphere, the "world egg" of archaic cosmology, this symbol is found in every world religion and philosophy. THE INTERLACED TRIANGLESTHE INTERLACED TRIANGLES, one (lighter) pointing upwards and the other (darker) pointing downwards, symbolise the descent of spirit into matter and its reemergence from the confining limits of form. They also suggest the constant conflict between the light and dark forces in nature as well as the inseparable unity of spirit and matter. When depicted within the circle of the serpent, the figure represents the universe and the manifestation of Deity in time and space. The three lines and three angles of each of the two triangles may remind us of the triple aspects of spirit: existence, consciousness and bliss, and the three aspects of matter: mobility, resistance and rhythm. The glyph can also be seen as the six­pointed star, embracing spiritual and physical consciousness and viewed by the Pythagoreans as the symbol of creation.

ANKH or Crux AnsataIN THE CENTRE of the seal is the ankh or Crux Ansata, an ancient Egyptian symbol of resurrection. It is composed of the Tau or T­shaped cross surmounted by a small circle and is often seen in Egyptian statuary and in wall and tomb paintings where it is depicted as being held in the hand. The Tau symbolises matter or the world of form; the small circle above it represents spirit or life. With the circle marking the position of the head, it represents the mystic cube unfolded to form the Latin cross, symbol of spirit descended into matter and crucified thereon, but risen from death and resting triumphant on the arms of the conquered slayer. So it may be said that the figure of the interlaced triangles enclosing the ankh represents the human triumphant and the divine triumphant in the human. As the cross of life, the ankh then becomes a symbol of resurrection and immortality. THE SWASTIKATHE SWASTIKA, placed in the emblem at the head of the serpent, is one of the numerous forms in which the symbol of the cross is found.

It is the fiery cross, with arms of whirling flame revolving clockwise to represent the tremendous energies of nature incessantly creating and dissolving the forms through which the evolutionary process takes place. In religions which recognise three aspects of Deity, the swastika is associated with the Third Person of the Trinity, who is at once the Creator and the Destroyer: Shiva in Hinduism and the Holy Ghost in Christianity. Applied to humanity, the figure may show the human as the link between heaven and earth, one "hand" pointing toward heaven or spirit and the other toward earth or matter. Aum or OmABOVE THE SEAL, in Sanskrit characters, is the sacred word of Hinduism, Aum or Om, a word of profound significance. It may be said to stand for the creative Word or Logos, the ineffable Reality which is the source of all existence. We are reminded of the statement: "In the beginning was the Word, and the Word was with God, and the Word was God." Om is a word of power and should be uttered only with the greatest reverence. MOTTO: "There is no religion higher than truth" Around the seal appears the MOTTO of the Theosophical Society.

Truth is the quest of every theosophist, whatever his or her faith, and every great religion reflects in some measure the light of the one eternal and spiritual wisdom. Each points a way toward the realisation of Truth THE WHOLE SEAL speaks to an inner perception, to the intuition and to the heart, calling forth the divine in each individual who contemplates it. In its totality, it represents a synthesis of great cosmic principles operating through involutionary and evolutionary cycles, bringing us all, in the fullness of time, to the realisation of our divine nature. by This article contents is post by this website user, EduQnA.com doesn't promise its accuracy. More Questions & Answers... Tattoo Ideas: Symbols and their Meanings Tattoo Ideas: Symbols and their Meanings Updated on November 3, 2013 The infinity sign is just one of many popular symbol tattoos My very first tattoo at age 18 was a teeny tiny black star on my stomach. I picked a tattoo parlor at random, endured the minimal pain, and now, twelve years later, that little star is a tasteful black smudge.

As I got older, I learned to select more reputable tattoo parlors with better artists, and time after time I found myself going back to get more star tattoos . Why is it that our minds adhere to a specific symbol above all others? For me, the stars and the constellations always held fascination. Travelers obeyed the stars long before there were maps or GPS devices; a star guided the Three Kings to Bethlehem, helped navigators plot their course. I'd spent many hours of my childhood lying in my back yard and gazing at the stars, so maybe this is why I ended up with 13 star tattoos. Here are some other meaningful symbol tattoos that have grown in popularity over the years. Infinity Symbol The infinity symbol is depicted as a sideways numeral 8. It means "without limit" or "without end". Although traditionally a mathematical symbol, the infinity sign has been reclaimed by romantics to signify love without end, constantly recurring. This is best illustrated in the picture below of a married couple who each have the infinity symbol on the same place on their hands. Infinity Tattoos Translation: "I love you from the earth to the heavens.

I love you like a sideways 8." Triquetra Symbol The three interlocking triangles of the triquetra (sometimes drawn with a circle in the center) are symbolic of the unity of soul, heart and mind. Triquetra, in Latin, means "three cornered". The number 3 has long been a sacred and powerful number, i.e. the Holy Trinity in Christianity (the Father, Son, and the Holy Spirit). It is commonly used today in the Pagan religion and Celtic art. You may remember it from the TV show "Charmed", where the three sisters used it to refer to "the power of three". I personally remember it from the day my mom called me with a great idea: she wanted me, my sister, and herself to all get a triquetra tattoo. I thought it sounded awesome! I was living out of state at the time, but was planning a trip home soon. I said that we could all go together at that time, but I guess the power of the tattoo was too alluring, because my mom and sister went and got theirs before I arrived! I never did end up getting mine :( Triquetra Tattoos What's larger than Infinity? What's larger than Infinity?

Aleph Zero, transfinite numbers, and the Continuum Hypothesis Soon after we learn to count in our early childhood we begin to consider the task of seeing how high we can count. Much like trying to hold our breath forever, it is not long afterwards that we learn of the futility and contemplate the idea of infinity, the seemingly largest number that can ever be imagined. That supposed number symbolized by a strange sideways-8 symbol , like a Moebius strip with a neverending surface. Most of us leave it at that never pondering if there is more to it, or even realizing that we as mere humans are allowed to contemplate infinity. It turns out that infinity has an incredibly rich and structured existance. That symbol may be fine for casual use or even modern physics, but it is woefully imprecise and ill-defined for mathematics. For that a different symbol will become important, the aleph, , the first letter of the Hebrew alphabet. The modern concepts of infinity are primarily due to the lifelong compassion of German mathmatician Georg Cantor (1845-1918). His theory of the transfinite cardinal numbers has demystified the wonderfully rich structure and complexity which exists within the realm of infinity.

He dared to leave the mental safety of the potential infinity discussed by his pears and instead mused upon the actual infinity itself, as something that really does exist. The difficulties [with] infinity depended upon adherence to one definite axiom, namely, that a whole must have more terms than a part... --Bertrand Russel The concept of infinity in one form or another permeates almost every branch of modern mathematics, most areas of philosophy, and has even had revolutionary impacts on religion (much like the idea that the Earth is not the center of the Universe). Infinity has plagued the greatest minds in those fields with perplexity and and uncertainty, and in Cantor's case flirtation with insanity. It has brought into question the whole of axiomatic geometry due to it's use in Euclid's Parallel Postulate. The fields of integral and differential calculus are still primarily taught from the perspective of Leibiniz's theory of the infinitesimal (infinitely small), despite questionable reasoning about the properties of actual and potential infinities. Almost all logical paradoxes revolve about the subtleties of infinity. Surely, the notion of infinity is one of the greatest musings of man, always lying just beyond our mastery.

Cardinality When we stay within the finite world we easily understand how to measure the size of a set, namely how many members the set contains. Cardinality is the term mathematicians use for this size, or as Cantor described it, the set's power. The cardinality of a set can be represented by the symbol . The idea of the double overbar is that the concept of cardinality is a double abstraction or generalization. The first abstraction, , called the ordinal number, is an abstraction from the nature of the elements of the set. For instance, it doesn't matter whether we have a set of letters, a set of books, or a set of vegetables. The second abstraction, , is that of ignoring the order of things. For instance the set {1,2,3} has the same cardinality as the set {2,3,1}, or for that matter as the set {red, green, blue}. Two sets are said to be similar if they have the same cardinality. For finite sets we can represent the cardinality using ordinary natural numbers. If some set contains five different elements then we can say that the cardinality is 5.

But for infinite sets we need a new kind of number, the transfinite number, meaning "beyond finite". If we take the set of all the natural numbers, 0, 1, 2, and so on indefinitely, then it is easy to see that this set is infinite in size. The cardinality of this set is represented by the symbol (aleph-zero), where the subscript is meant to indicate that this is the least transfinite cardinal. In other words there can be no other infinite set which would have a smaller cardinality; for if there were it would cease to be infinite and would instead be finite. It may not be obvious yet whether there exist any other transfinite cardinal numbers, but we will soon learn that there are. A major property of all infinite sets with cardinality is that they are denumerable. When we also include all finite sets this property is called countable. Informally this means that there exists a well defined process by which we can count or enumerate all of the elements of the set. It does not matter whether this process ever terminates, but simply given any single element of the set at random we are always guaranteed to eventually enumerate or reach it.

No matter how large an integer you pick, if we start counting at zero and continue up one by one, then we will eventually reach the number selected. Rational Numbers and Other Denumerable Sets We have already seen how the set of all the natural numbers is itself denumerably infinite. We may then consider other kinds of infinite sets and ask what their cardinality may be. Consider the set of all rational numbers, those numbers which may be represented by fractions or ratios, x/y, of two integers. The rational numbers are in some sense quite a bit different from the natural numbers. One important property is that of being everywhere dense. This means that no matter what two rational numbers you pick, no matter how close to each other, there will always be more rational numbers between them. In fact, there is always an infinite number of rationals between any other pair. This denseness certainly does not hold for two natural numbers. You may then be surprised to learn that the cardinality of the rational numbers is exactly the same as that of the natural numbers; in effect, there are the same number of rational numbers as there are whole numbers, no more, no less. This result at first sight just doesn't seem right.

There are after all an infinite number of rationals between just 0 and 1. How then can we be expected to believe that there are as many whole numbers as there are rationals? One way to demonstrate this is through a process called diagonalization. This demonstration centers on a technique of arranging the rationals in a table, part of which is shown at the right. We arrange the rationals in a two-dimensional grid where we vary the numerator along one axis and the demoninator along the other. Clearly if this grid is extended out in both directions infinitely then it will include every possible rational number. We can then enumerate the rationals by following the pattern shown by the blue arrows, going up and down each diagonal. As you can see no matter what rational number you pick, we will eventually reach it. Note that although our diagram includes some duplicate rational numbers (such as 1/1 and 2/2), the more formal proof shows that they do not change our final conclusion: that the cardinality of the set of all rational numbers is . This rather unexpected result is but just one of the ways in which the nature of infinity will surprise us.

Continuity and the Real Numbers Consider the set of all irrational numbers, a subset of the real numbers excluding any whole or rational numbers. The set of all irrational numbers is not denumerable. This means that we finally have an infinite set whose cardinality is not . This can be shown by using another diagonalization technique. First, to simplify things lets just concentrate on all the irrationals between 0 and 1. Now lets assume that the irrationals are denumberable; this would then mean that there would be some way to list all of them such that we would not leave any number out. Part of one such example list appears on the diagram at the left. Since this is clearly an infinte set and since the decimal representation of every irrational must contain an infinte number of digits, the diagram really extends indefinitely in both directions. Now take each digit along some diagonal of this list; in this example 0.13497.... This then gives us one of the irrational numbers. But if we now alter every single digit, say by adding 1 (wrapping 9's back to 0's), then we get another irrational number 0.24508....

But this new number can not possibly appear anywhere in our list since it must always have at least one digit with the wrong value no matter which row we may compare it against. We have just produced an irrational number which is not in our list, and therefore our original assumption that the irrational numbers are denumerable must be wrong. At this point we have discovered some new level of infinity, and infinity which is somehow greater than the infinity of all the integers. For now lets call this new transfinite cardinal number by the symbol . We also have the relation < Sideways 8 - definition of Sideways 8 by The Free Dictionary Sideways 8 - definition of Sideways 8 by The Free Dictionary n. pl. in·fin·i·ties 1. The quality or condition of being infinite. 2. Unbounded space, time, or quantity. 3. An indefinitely large number or amount. 4. Mathematics The limit that a function ƒ is said to approach at x = a when ƒ(x) is larger than any preassigned number for all x sufficiently near a. 5. a.

A range in relation to an optical system, such as a camera lens, representing distances great enough that light rays reflected from objects within the range may be regarded as parallel. b. A distance setting, as on a camera, beyond which the entire field is in focus. infinity 1. the state or quality of being infinite 2. endless time, space, or quantity 3. an infinitely or indefinitely great number or amount 4. (General Physics) optics photog a point that is far enough away from a lens, mirror, etc, for the light emitted by it to fall in parallel rays on the surface of the lens, etc 5. (General Physics) physics a dimension or quantity of sufficient size to be unaffected by finite variations 6. (Mathematics) maths the concept of a value greater than any finite numerical value 7. (Mathematics) a distant ideal point at which two parallel lines are assumed to meet Symbol (for senses 4–7): ∞ in•fin•i•ty 1. the quality or state of being infinite. 2. something that is infinite. 3. infinite space, time, or quantity. 4. an infinite extent, amount, or number. 5. an indefinitely great amount or number.

6. Math. a. the assumed limit of a sequence, series, etc., that increases without bound. b. infinite distance or an infinitely distant part of space. 7. a distance setting of a camera lens beyond which everything is in focus. [14th c.; Middle English < Latin infīnitās=in- in -3 + fīni(s) boundary] in·fin·i·ty A space, extent of time, or quantity that has no limit.

ThesaurusAntonymsRelated WordsSynonymsLegend: time - the continuum of experience in which events pass from the future through the present to the past alpha and omega - the first and last; signifies God's eternity infinity noun eternity , vastness , immensity , perpetuity , endlessness , infinitude , boundlessness the darkness of a starless night stretching into infinity Related words "The eternal silence of these infinite spaces frightens me" [Pascal Pensées] "Suffering is permanent, obscure and dark," "And shares the nature of infinity" [William Wordsworth The Borderers] infinity عدد غَيْر مَحْدود، كميَّه لا مُتَناهِيَهلا تَناهي، لا مَحْدوديَّه nekonečno [ɪnˈfɪnɪtɪ] N (gen) → infinidad f (Math) → infinito m an infinity of → una infinidad de, un sinfín de infinity to stretch to infinity → s'étendre jusqu'à l'infini infinity n (lit) → Unendlichkeit f; (fig also) → Grenzenlosigkeit f; (Math) → das

 Unendliche ; to infinity → (bis) ins Unendliche ; in infinity → in der Unendlichkeit /im Unendlichen ; to focus on infinity (Phot) → (auf) Unendlich einstellen ; an infinity of reasons/details/possibilities → unendlich viele Gründe / Einzelheiten /Möglichkeiten; I have an infinity of things to do → ich habe unendlich viel zu tun infinity [ɪnˈfɪnɪtɪ] n (infiniteness) → infinità ; (in time, space) (Math) → infinito infinite (ˈinfinit) adjective 1.

without end or limits. We believe that space is infinite. oneindigend غير نهائي، غير محدود، لا نهائي безкраен infinito nekonečný unendlich uendelig; grænseløs άπειρος infinito lõpmatu بی کران ääretön infini ללא גבול अन्नत, अपरिमित beskrajan végtelen tak terhingga óendanlegur infinito 無限の 무한한 begalinis, beribis bezgalīgs tak terhingga oneindig uendelig nieskończony بی حد infinito infinit бесконечный nekonečný, bezhraničný neskončen beskonačan oändlig ไม่สิ้นสุด sonsuz , uçsuz, bucaksız 無限的 нескінченний, безмежний لا انتہا vô tận 无限的 2. very great. Infinite damage could be caused by such a mistake.

oneindigend يفوق الحَصْر، كبير جدا голям infinito nesmírný ungeheuer meget stor τεράστιος infinito tohutu بسیار زیاد؛ بزرگ hyvin suuri infini אין סופי अनन्त, ईश्वर bezgraničan óriási sangat besar gríðarmikill enorme 多大の 막대한 daugybė neierobežots; neskaitāms sangat besar oneindig veel umåtelig ogromny دیړه infinito uriaş огромный nesmierny neizmeren ogroman oerhört stor, gränslös มากมาย çok büyük 巨大的 нескінченний, незліченний بے پایاں không đếm được 巨大的 ˈinfinitely adverb extremely; to a very great degree. The time at which our sun will finally cease to burn is infinitely far away.

oneindig بصورة مُتَناهيَه، بصورة لا نهائيَّه безкрайно infinitamente nesmírně unendlich uendeligt; uendelig meget απείρως infinitamente tohutult بطور بی حد و حصر äärettömän infiniment עד אין סוף अत्यंत सूक्ष्म neizmjeran határtalanul secara tak terhingga óendanlega infinitamente 非常に 무한히 be galo bezgalīgi secara tak terhingga oneindig uendelig nieskończenie د بی حد په دوله infinitamente nespus de бесконечно nesmierne neskončno beskonačno oändligt อย่างไม่สิ้นสุด aşırı derecede , sonsuz bir şekilde 無窮地 безмежно بے حسابی سے vô vàn 无穷地 ˈinfiniteness noun oneindigheid لامحدوديّه، لانهائيَّه безкрай infinidade nekonečnost die

 Unendlichkeit uendelighed; grænseløshed το άπειρο infinidad lõputus عظمت؛ پایان ناپذیری äärettömyys infinitude אֵינסוֹפִיוּת अनन्तता, विशालता आदि bezgraničnost végtelenség, határtalanság ketakterhinggaan óendanleiki infinitezza 無限 무한함 begalybė bezgalīgums ketakterhinggaan oneindigheid uendelighet nieskończoność بی حد infinidade infinitate бесконечность nekonečnosť neskončnost beskonačnost oändlighet ความไม่สิ้นสุด sonsuzluk, sınırsızlık 無限 безмежність لا محدودیت tính vô cùng 无限 inˈfinity (-ˈfi-) noun 1.

space, time or quantity that is without limit, or is immeasurably great or small. oneindigheid لا تَناهي، لا مَحْدوديَّه безкрайност infinito nekonečno die Unendlichkeit uendelighed το άπειρο infinidad , infinito lõpmatus نا متناهی ääretön infini אֵין-סוֹפִי अनन्तता beskraj végtelen(ség) keadaan tak terbatas óendanleiki infinità 無限 무한(성) begalybė bezgalība ketakterhinggaan oneindigheid uendelighet bezmiar بی حد infinito infinitate бесконечность nekonečno neskončnost beskraj oändlighet, ändlöshet ความไม่มีที่สิ้นสุด sonsuzluk, sınırsızlık 無限 нескінченність; безмежність لا محدودیت cái vô tận 无限 2.

in mathematics, an indefinitely large number, quantity or distance. Parallel lines meet at infinity.

oneindigheid عدد غَيْر مَحْدود، كميَّه لا مُتَناهِيَه безкрайност infinito nekonečno das Unendliche uendelig størrelse το άπειρο infinito lõpmatus بی نهایت ääretön infini אֵין-סוֹף beskonačnost végtelen ketakterhinggaan óendanleg stærð infinito 無限大 (수학) 무한대 begalybė bezgalība infiniti oneindigheid det uendelige nieskończoność بی حد infinito infinit бесконечность nekonečno neskončnost beskonačnost oändlighet ความไม่มีที่สิ้นสุด sonsuzluk 無窮大 безконечність لا محدود مقدار lượng vô hạn 无穷大 About Symbol Tattoos About Tattoos and Their Meanings Symbol Tattoos There are many different symbol tattoos out there which are popular among both men and women.

Each symbol tattoo has a different unique symbolic meaning associated with it, here are some of the most popular symbol tattoos: Infinity Symbol The infinity symbol is one of the most popular symbol tattoos in the world and is popular among both men and women. Infinity refers to something without any limits or without ends and is depicted as a sideways number 8. The infinity symbol is traditionally a mathematical symbol but has now been reclaimed by romantics to signify love without end, constantly recurring. You will see many couples having the infinity tattoo design as a symbol of their never ending love for one another. The English word infinity derives from Latin infinitas which can be translated as “unboundedness”, itself derived from the Greek word apeiros, meaning “endless”. Yin and Yang Symbol The Yin and Yang symbol is another popular symbol tattoo, it is an ancient Chinese symbol used to illustrate the balance of nature. It is circular and divided into two symmetrical parts. Each part is coloured, one side is black which is called the “Yin” and the other is white and is called the “Yang”. Each side has a smaller circle inside it with the opposite colour so the black section has a white circle and the white section has a black circle.

In Asian Philosophy, the Yin has characteristics of the female and has a destructive nature and the Yang has male characteristics and is considered creative. Compared to each other, they are both complete opposites. Chinese philosophy is very similar to the Asian philosophy and it is said that the Yin and Yang symbol attract to each other, just like in life, it always seems that opposites attract. And when they do attract, it is said that they form the basic five elements that creates the universe. We could not have one without the other like light cannot exist without first experiencing darkness, and humans could not recognize what is good unless they have known what is bad. Although the Yin and Yang symbol is traditionally black and white, it can be drawn in a million different and unique ways. Triquetra Symbol While many Celtic knots are very popular designs as tattoos, one of the most often seen symbol tattoo is the Trinity knot, also known as a Triquetra. This tattoo design is of three interlocking triangles (sometimes can be drawn with a circle in the centre) and is symbolic of the unity of soul, heart and mind.

The number 3 has long been a sacred and powerful number and Christians believe that the three points represent the three elements of the trinity: the father, the son and the holy spirit (of Holy Ghost). It is more commonly used today in the Pagan religion and takes a more tellurium approach to the symbolism, seeing it as a representation of the natural forces: Earth, Air and Water. On a more spiritual level, it has been known to symbolize life, death and rebirth. Ankh Symbol The Ankh symbol tattoo is an Egyptian cross symbolizing a mythical eternal life, rebirth and the life-giving power of the sun. The ankh is often depicted in Egyptian tomb paintings and appears at the fingertips of a god or goddess in pictures of deities of the afterlife, leaving some scholars to theorize that the ankh could also be symbolic of conception. It symbolizes stability and strength. If there are any more symbol tattoos you would like to know more information about, please feel free to contact us on our contact page and we’ll get the information up straight away for you. Thanks. Recent Posts

Question: The infinity symbol is a sideways number?
Answer: 8