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| ARTICLES RELATED TO Moksha - Means to achieve Moksha |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Mean - Generalized meanThe generalized mean, also known as the power mean or Hölder mean, is an abstraction of the Arithmetic, Geometric and Harmonic Means.
By choosing the appropriate value for the parameter m we can get the arithmetic mean (m = 1), the geometric mean (m -> 0) or the harmonic mean (m = -1)
This could be generalised further as
and again a suitable choice of an invertible f(x) will give the arithmetic mean with f(x)=x, the geometric mean with f(x)=log(x), and the h ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Generalized mean |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Mean - Arithmetic meanThe arithmetic mean is the "standard" average, often simply called the "mean".
The mean may often be confused with the median or mode. The mean is the arithmetic average of a set of values, or distribution; however, for skewed distributions, the mean is not the same as the middle value (median), or most likely (mode). For example, mean income is skewed upwards by a small number of people with very large incomes, so that the majority have an income lower than the mean. By contrast, the median income is the l ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Arithmetic mean |
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| |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Mean - Geometric meanThe geometric mean is an average that is useful for sets of numbers that are interpreted according to their product and not their sum (as is the case with the arithmetic mean). For example rates of growth.
Mean - An example.
An experiment yields the following data: 34,27,45,55,22,34 To get the geometric mean
How many items? There are 6. Therefore n=6
What is the product of all items? It is 1699493400.
To get the geometric mean take the nth (the 6th) root of that pro ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Geometric mean |
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| |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Mean - Mean of a functionIn calculus, and especially multivariable calculus, the mean of a function is loosely defined as the average value of the function over its domain. In one variable, the mean of a function f(x) over the interval (a,b) is defined by
(See also mean value theorem.) In several variables, the mean over a relatively compact domain U in a Euclidean space is defined by
This generalizes the arithmetic mean. On the other hand, it is also possible to generalize the geometric mean to functions by defining the geometric ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Mean of a function |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Carsharing - Goals Advantages AchievementsCarsharing is a highly decentralized phenomenon which varies in its goals and implementations widely from place to place. Similarly there are wide variations in goals, etc. The listing that follows has been compiled from numerous sources, some of which are identified in the Reference section below, and others which can be found in the shared library of resources and research the World Carshare Consortium:
Most carsharing advocates, operators and cooperating public agencies believe that those who do not drive daily or who drive less th ...
See also:Carsharing, Carsharing - History, Carsharing - Carsharing: what it is and is not, Carsharing - How it works, Carsharing - Goals Advantages Achievements, Carsharing - For the individual, Carsharing - City perspectives, Carsharing - Global perspectives, Carsharing - Constraints disadvantages Read more here: » Carsharing: Encyclopedia II - Carsharing - Goals Advantages Achievements |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Carsharing - Goals, Advantages, AchievementsCarsharing is a highly decentralized phenomenon which varies in its goals and implementations widely from place to place. Similarly there are wide variations in goals, etc. The listing that follows has been compiled from numerous sources, some of which are identified in the Reference section below, and others which can be found in the shared library of resources and research the World Carshare Consortium:
Most carsharing advocates, operators and cooperating public agencies believe that those who do not drive daily or who drive less th ...
See also:Carsharing, Carsharing - History, Carsharing - Carsharing: what it is and is not, Carsharing - How it works, Carsharing - Goals, Advantages, Achievements, Carsharing - For the individual, Carsharing - City perspectives, Carsharing - Global perspectives, Carsharing - Constraints, disadvantages Read more here: » Carsharing: Encyclopedia II - Carsharing - Goals, Advantages, Achievements |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Mean - Harmonic meanThe harmonic mean is an average which is useful for sets of numbers which are defined in relation to some unit, for example speed (distance per unit of time).
Mean - An example.
An experiment yields the following data: 34,27,45,55,22,34 To get the harmonic mean
How many items? There are 6. Therefore n=6
What is the sum on the bottom of the fraction? It is 0.181719152307
Get the reciprocal of that sum. It is 5.50299727522
To get the harmonic mean multiply that b ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Harmonic mean |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Isaac Newton's early life and achievements - The composition of white lightOn December 21, 1671 he was proposed as a candidate for admission into the Royal Society by Dr Seth Ward, bishop of Salisbury, and on January 11, 1672 he was elected a fellow of the Society. At the meeting at which Newton was elected, he read a description of a reflecting telescope which he had invented, and "it was ordered that a letter should be written by the secretary to Mr Newton to acquaint him of his election into the Society, and to thank him for the communication of his telescope, and to assure him that t ...
See also:Isaac Newton's early life and achievements, Isaac Newton's early life and achievements - Birth and education, Isaac Newton's early life and achievements - Academic career, Isaac Newton's early life and achievements - The composition of white light, Isaac Newton's early life and achievements - Newton's theory of colour, Isaac Newton's early life and achievements - Controversies, Isaac Newton's early life and achievements - Conflict over oratorship elections, Isaac Newton's early life and achievements - Newton's poverty, Isaac Newton's early life and achievements - Universal law of gravitation Read more here: » Isaac Newton's early life and achievements: Encyclopedia II - Isaac Newton's early life and achievements - The composition of white light |
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| | | |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Suzanne Lenglen - AchievementsDuring her career Suzanne Lenglen won 81 singles titles, seven of which were achieved without losing a single game. In addition, she won 73 doubles titles, and 8 mixed doubles titles. She remains the only player to have won the Wimbledon Singles, doubles, and the mixed doubles championships in the same year (in 1920, 1922 and 1925).
Lenglen's total number of Grand Slam wins is 25, although the titles won in the French championships are not always counted because the tournament was not open to all entrants until 1925. Hence some sources credit her with 21 ...
See also:Suzanne Lenglen, Suzanne Lenglen - Early life, Suzanne Lenglen - Dominance, Suzanne Lenglen - Failed American debut, Suzanne Lenglen - Final amateur year, Suzanne Lenglen - Professional career and later life, Suzanne Lenglen - Achievements, Suzanne Lenglen - Legacy Read more here: » Suzanne Lenglen: Encyclopedia II - Suzanne Lenglen - Achievements |
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|  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Isaac Newton's early life and achievements - Academic careerIn January 1665 Newton took the degree of B.A.. The persons appointed (in conjunction with the proctors, John Slade of Catharine Hall, Cambridge, and Benjamin Pulleyn of Trinity College, Newton's tutor) to examine the questionists were John Eachard of Catharine Hall and Thomas Gipps of Trinity College. It is a curious accident that we have no information about the respective merits of the candidates for a degree in this year, since the "ordo senio ...
See also:Isaac Newton's early life and achievements, Isaac Newton's early life and achievements - Birth and education, Isaac Newton's early life and achievements - Academic career, Isaac Newton's early life and achievements - The composition of white light, Isaac Newton's early life and achievements - Newton's theory of colour, Isaac Newton's early life and achievements - Controversies, Isaac Newton's early life and achievements - Conflict over oratorship elections, Isaac Newton's early life and achievements - Newton's poverty, Isaac Newton's early life and achievements - Universal law of gravitation Read more here: » Isaac Newton's early life and achievements: Encyclopedia II - Isaac Newton's early life and achievements - Academic career |
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| |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Feminist movement - Achievements
Feminist movement - Early Achievements.
The Feminist Movement has effected many changes in Western society, including women's suffrage; broad employment for women at more equitable wages ("equal pay for equal work"); the right to initiate divorce proceedings and "no fault" divorce; the right of women to control their own bodies and medical decisions, including obtaining birth control devices and safe abortions; and many others. Some feminists would argue that there is still much to be done on these fronts, while ...
See also:Feminist movement, Feminist movement - Achievements, Feminist movement - Early Achievements, Feminist movement - Effect on heterosexual relationships, Feminist movement - Effect on religion, Feminist movement - Effect on moral education, Feminist movement - History, Feminist movement - Prior to 1850, Feminist movement - In the 19th century, Feminist movement - In the 20th century, Feminist movement - Recent activities, Feminist movement - Notable historical feminists, Feminist movement - Relationship to other movements, Feminist movement - General, Feminist movement - History, Feminist movement - History Read more here: » Feminist movement: Encyclopedia II - Feminist movement - Achievements |
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Mysticism
Magick Dictionary
on
MEANING MEANING It is through meaning, rather than belief, that we are able to transform reality at any level, because meaning changes from moment to moment. The work of shaman, witch-doctor, magician is precisely to provide meaning when tradition and authority have become rigid, outmoded and useless fossils. As societies become more chaotic and disorganized, the burden on the magician grows. His task now becomes to help in the further breaking up of the old systems, to pulverize them out of existence. Since the discovery of meaning is spontaneous, the magical work is a collection of discoveries - they must absolutely be left behind as so much excrement. The magician is interested solely in the green edge of consciousness. On the other hand, meaning is absolutely forbidden to Xtianity and to practical science alike. Their mutual common denominator is always, "Thou shalt not know!" When, however, societies become too fraught with magical meaning, that also becomes a burden and rigid order begins to take the place of freedom of action. Eventually, structured tradition drives out magic and the cycle begins anew. (See also: MEANING, Magick, Mysticism, Mysticism Dictionary, Body Mind and Soul, )
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| |  |  |  | Moksha - Means to achieve Moksha: Encyclopedia II - Michael Phelps - Major Achievements
Michael Phelps - International.
LC: long course - 50m pool; SC: short course - 25m pool.
Michael Phelps - U.S. National Titles.
100m free (3): '05 SPG, '04 SPG, '03 SUM
200m free (4): '05 SPG, '04 SPG, '03 SUM (AR), '03 SPG
400m free (2): '05 SPG, '03 SUM (AR)
200m back (3): '04 SPG, '03 SUM, '03 SPG
100m fly (5): '05 SPG, '04 SPG (USO), '03 SPG, '02 SUM (AR), ’01 SUM
200m fly (3): '05 SUM, '02 SUM (USO), '01 SPG (WR)
200m IM (5): '05 SPG, '04 SPG, '03 SUM (WR), '02 SUM (AR) ...
See also:Michael Phelps, Michael Phelps - 2004 Summer Olympic Games, Michael Phelps - Outside of swimming, Michael Phelps - Major Achievements, Michael Phelps - International, Michael Phelps - U.S. National Titles, Michael Phelps - Records Read more here: » Michael Phelps: Encyclopedia II - Michael Phelps - Major Achievements |
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