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Introduction
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Introduction A selection of articles related to Introduction

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ARTICLES RELATED TO Introduction

Introduction: Encyclopedia II - Edmonton Grads - Introduction

When the McDougall Commercial High School of Edmonton, Alberta senior girls graduating class of 1914 decided to stay together as a team after graduation, they asked their high school coach J. Percy Page (who later became Lieutenant-Governor of Alberta) to continue to coach them. Thus the Edmonton Grads were formed, going on to become the North American sports team with the best win/loss record of all time. They compiled a record of 502 wins vs. 20 losses over the next 25 years - from 1915 until they disbanded i ...

See also:

Edmonton Grads, Edmonton Grads - Introduction, Edmonton Grads - External link

Read more here: » Edmonton Grads: Encyclopedia II - Edmonton Grads - Introduction

Introduction: Encyclopedia II - Quoted-printable - Introduction

The basic Internet e-mail transmission protocol, SMTP, supports only ASCII characters (see also 8BITMIME). MIME defines mechanisms for sending other kinds of information in e-mail, including text in languages other than English using character encodings other than ASCII. However these encodings often use byte values outside the ASCII range so they need to be encoded further before they are suitable for use in e-mail. Quoted-printable encoding is one method used for mapping arbitrary bytes into sequences of ASCII characters. This encoding is reversible, meaning the original bytes and hence the non- ...

See also:

Quoted-printable, Quoted-printable - Introduction, Quoted-printable - Quoted Printable Encoding

Read more here: » Quoted-printable: Encyclopedia II - Quoted-printable - Introduction

Introduction: Encyclopedia II - Mars Rover - Introduction

Five rovers were sent and one is scheduled to be sent to Mars so far: Mars 2, November 27, 1971 Mars 3, December 2, 1971 Sojourner, Mars Pathfinder, July 4, 1997 Spirit, Mars Exploration Rover, January 4, 2004 Opportunity, Mars Exploration Rover, January 25, 2004 Mars Science Laboratory Planning ExoMars Planning The Soviet Union landed the first Mars rover when the Mars 2 lander touched down on November 27, 1971. Five days later, its twin landed with the M ...

See also:

Mars Rover, Mars Rover - Introduction, Mars Rover - External link

Read more here: » Mars Rover: Encyclopedia II - Mars Rover - Introduction

Introduction: Encyclopedia II - Issedones - Introduction

Issedones, an ancient people of Central Asia at the end of the trade route leading north-east from Scythia, described by Herodotus in Book Four of his History. Like the Massagetae to the west, the Issedones are described by Herodotus as similar to, yet distinct from, the Scythians. The exact location of their country is unknown; Herodotus (who allegedly got his information through both Greek and Scythian sources) describes them as living east of Scythia while the geographer Ptolemy appears to place them in the Tarym basin. They may have been identical with the ethnoi described in Chinese sources as < ...

See also:

Issedones, Issedones - Introduction, Issedones - Description, Issedones - Controversy, Issedones - External Sources

Read more here: » Issedones: Encyclopedia II - Issedones - Introduction

Introduction: Encyclopedia II - Seanachai - Introduction

In Ireland, in the days before books and printing, there was a class of people called seanachai or storytellers. These folks made their living by traveling from village to village and telling stories. Sometimes they would spin tales from the great tapestry of folklore that comprises the mythology of Ireland and other times they’d just repeat the gossip from the town next door. But they always entertained by their telling. As romantic as that might sound, it’s not the wonderful part. The wonderful part is that centuries late ...

See also:

Seanachai, Seanachai - Introduction, Seanachai - The Seanachai, Seanachai - Seanachai's Today, Seanachai - Further Information, Seanachai - The Seanachai Podcast, Seanachai - See Also

Read more here: » Seanachai: Encyclopedia II - Seanachai - Introduction

Introduction: Encyclopedia II - Frobenius theorem - Introduction

The Frobenius theorem relates integrability to foliation; to state the theorem, both concepts must be clearly defined. One begins by noting that an arbitrary smooth vector field X on a manifold M can be integrated to define a one-parameter family of curves. The integrability follows because the equation defining the curve is a first-order ordinary differential equation, and thus its integrability is guaranteed by the Picard-Lindelöf theorem. Indeed, vector fields are often defined to be ...

See also:

Frobenius theorem, Frobenius theorem - Introduction, Frobenius theorem - Formal definition

Read more here: » Frobenius theorem: Encyclopedia II - Frobenius theorem - Introduction

Introduction: Encyclopedia II - Einstein notation - Introduction

In mechanics and engineering, vectors in 3D space are often described in relation to orthogonal unit vectors i, j and k. If the basis vectors i, j, and k are instead expressed as e1, e2, and e3, a vector can be expressed in terms of a summation: In Einstein notation, an index that is repeated twice in an equation implies a summation, and the summation symbol need not be included. This allows a concise algebraic presentation of vector and t ...

See also:

Einstein notation, Einstein notation - Introduction, Einstein notation - Abstract definitions, Einstein notation - Examples, Einstein notation - Miscellanea

Read more here: » Einstein notation: Encyclopedia II - Einstein notation - Introduction

Introduction: Encyclopedia II - Riemannian manifold - Introduction

The tangent bundle of a smooth manifold M (or indeed, any vector bundle over a manifold) is, at a fixed point, just a vector space and each such space can carry an inner product. If such a collection of inner products on the tangent bundle of a manifold vary smoothly as one traverses the manifold, then concepts that were defined only pointwise at each tangent space can be extended to yield analogous notions over finite regions of the manifold. For example, a smooth curve α(t): [0, 1] → M has tangent vector α′(t< ...

See also:

Riemannian manifold, Riemannian manifold - Introduction

Read more here: » Riemannian manifold: Encyclopedia II - Riemannian manifold - Introduction

Introduction: Encyclopedia II - Darwin on Trial - Introduction

Johnson, an evangelical Christian and "an academic lawyer with a specialty in analyzing the logic of arguments and identifying the assumptions that lie behind those arguments," had come to believe that the scientific theory of evolution was based on materialistic assumptions and empty rhetoric. In Darwin on Trial, he evaluates the evidence for evolution by natural selection using legal principles for assessing its probative value, and examines what he sees as the philosophi ...

See also:

Darwin on Trial, Darwin on Trial - Introduction, Darwin on Trial - Overview, Darwin on Trial - Criticisms, Darwin on Trial - Trivia

Read more here: » Darwin on Trial: Encyclopedia II - Darwin on Trial - Introduction

Introduction: Encyclopedia II - Shinsengumi - Introduction

The Shinsengumi began as the Rōshigumi (浪士組). Later, 13 members of the Defenders became the 13 founding members of the Shinsengumi. The Shinsengumi was also called the Miburō (壬生狼), meaning "Wolves of Mibu", after the town where they were stationed. Originally, it meant the "ronin of Mibu", but this changed as the reputation of the Shinsengumi became tarnished in its early years. Shinsengumi translates to "the group of the new chosen ones." Shinsen means "new chosen (ones)," while "gumi ...

See also:

Shinsengumi, Shinsengumi - Introduction, Shinsengumi - Shinsengumi rules, Shinsengumi - Post-Ikedaya Shinsengumi hierarchy, Shinsengumi - End of the Shinsengumi, Shinsengumi - Depictions in Media

Read more here: » Shinsengumi: Encyclopedia II - Shinsengumi - Introduction

Introduction: Encyclopedia II - Twelf - Introduction

At its simplest, a Twelf program (called a "signature") is a collection of declarations of type families and constants that inhabit those type families. For example, the following is the standard definition of the natural numbers, with z standing for zero and s the successor operator. nat : type. z : nat. s : nat -> nat. Here nat is a type, and z and s are constant terms. As a dependently-typed system, types can be indexed by terms, which allows the definition of more interesting type families (relatio ...

See also:

Twelf, Twelf - Introduction, Twelf - Uses, Twelf - Logic programming, Twelf - Formalizing mathematics, Twelf - Implementation

Read more here: » Twelf: Encyclopedia II - Twelf - Introduction

Introduction: Encyclopedia II - Cuxhaven - Introduction

Cuxhaven is a town in Lower Saxony, Germany, with about 55000 inhabitants. It is located on the shore of the North Sea at the mouth of the Elbe River. It is located at the coordinates 53°52′N 8°42′E. Cuxhaven has a footprint of 14 km (east-west) by 7 km (north-south). It is also the capital of the Cuxhaven district. Cuxhaven is relatively young; it became a town on March 15, 1907. For over 600 years Cuxhaven belonged to Hamburg. Today, it is ...

See also:

Cuxhaven, Cuxhaven - Introduction, Cuxhaven - Cuxhaven's role in German rocketry, Cuxhaven - Other information

Read more here: » Cuxhaven: Encyclopedia II - Cuxhaven - Introduction

Introduction: Encyclopedia II - Harmonic number - Introduction

The generalized harmonic number of order n of m is given by . Note that n may be equal to , provided m > 1. And If , while , the harmonic series does not converge and hence the harmonic number does not exist. Other notations occasionally used include The special case of m = 1 is simply called a harmonic number and is frequently written w ...

See also:

Harmonic number, Harmonic number - Introduction, Harmonic number - Applications, Harmonic number - Generalizations, Harmonic number - Generating functions

Read more here: » Harmonic number: Encyclopedia II - Harmonic number - Introduction

Introduction: Encyclopedia II - Hazrat Nanautavi - Introduction

He participated in the Indian War of Independence. He was a great religious scholar. He founded Darul Uloom Deoband in 1868, which quickly became an intellectual and religious centre for the Muslims of India. Maulana Manazir Ahsan Gilaani has written a volumous biography of Hadrat Maulana Qasim Nanotvi by the name of Swaaneh Qasmi ...

See also:

Hazrat Nanautavi, Hazrat Nanautavi - Introduction, Hazrat Nanautavi - Basic Education, Hazrat Nanautavi - His Students, Hazrat Nanautavi - His Books

Read more here: » Hazrat Nanautavi: Encyclopedia II - Hazrat Nanautavi - Introduction

Introduction: Encyclopedia II - Isozyme - Introduction

Isozymes were first described by Hunter and Markert (1957) who defined them as different variants of the same enzyme having identical functions and present in the same individual. This definition encompasses (1) enzyme variants that are the product of different genes and thus represent different loci (described as isozymes) and (2) enzymes that are the product of different alleles of the sa ...

See also:

Isozyme, Isozyme - Introduction, Isozyme - An example of an isozyme, Isozyme - Distinguishing isozymes, Isozyme - Isozymes and allozymes as molecular markers

Read more here: » Isozyme: Encyclopedia II - Isozyme - Introduction

Introduction: Encyclopedia II - Lanczos approximation - Introduction

The Lanczos approximation consists of the formula for the Gamma function, with Here g is a constant that may be chosen arbitrarily subject to the restriction that Re(z+g+1/2) > 0. The coefficients p, which depend on g, are slightly more difficult to calculate (see below). Although the formula as stated here is only valid for arguments in the right complex half-plane, it can be extended to the entire complex ...

See also:

Lanczos approximation, Lanczos approximation - Introduction, Lanczos approximation - Coefficients, Lanczos approximation - Derivation, Lanczos approximation - Simple implementation

Read more here: » Lanczos approximation: Encyclopedia II - Lanczos approximation - Introduction

Introduction: Encyclopedia II - NetGamers - Introduction

NetGamers is a medium-sized network, with servers across Europe and N.America, with an average of about 2000 concurrent users, which rises depending on the popularity of its partner games. NetGamers primarly exists as a place for online gaming communities (mainly for web browser games) to interact. Amongst the many gaming communities that use the network, it is primarily used by its Partners games, which have specific rights on the network and use it as th ...

See also:

NetGamers, NetGamers - Introduction, NetGamers - History, NetGamers - Public Services, NetGamers - Current Partners, NetGamers - Help Channels, NetGamers - Other Official Channels

Read more here: » NetGamers: Encyclopedia II - NetGamers - Introduction

Introduction: Encyclopedia II - Pierce Butler - Introduction

Pierce Butler, who represented South Carolina at the Constitutional Convention, was a man of startling contrasts. As late as 1772 he was a ranking officer in those British units charged with suppressing the growing colonial resistance to Parliament. In fact, a detachment from his unit, the 29th Regiment of Foot, had fired the shots in the "Boston Massacre" of 1770, thereby dramatically intensifying the confrontation between the colonies and England. But by 1779 Butler, now an officer in South Carolina's militia and a man with a price on his ...

See also:

Pierce Butler, Pierce Butler - Introduction, Pierce Butler - Patriot, Pierce Butler - Soldier, Pierce Butler - Statesman

Read more here: » Pierce Butler: Encyclopedia II - Pierce Butler - Introduction

Introduction: Encyclopedia II - Anaerobic exercise - Introduction

Anaerobic literally means "without air", and refers to the energy exchange in muscles during short high intensity workouts. Anaerobic exercise is one where anaerobic metabolism is taking place. In a long exercise the glycogen supply local to the muscle runs out and the body converts to aerobic metabolism; when aerobic metabolism is sustaining the workout it is an aerobic exercise. During the anaerobic phase, energy is released and made available to muscles by converting immediately available sugars in the blood to lactic acid. In the ...

See also:

Anaerobic exercise, Anaerobic exercise - Introduction, Anaerobic exercise - Anaerobics, Anaerobic exercise - Anaerobic threshold

Read more here: » Anaerobic exercise: Encyclopedia II - Anaerobic exercise - Introduction

Introduction: Encyclopedia II - XUL - Introduction

An XUL interface is typically defined as three discrete sets of components: Content: The XUL documents, which define the layout of the user interface. Skin: The CSS and image files, which define the appearance of an application. Locale: The DTD documents, which define entities for easy software localization. For an example, see a "Hello World!" program written in XUL. ...

See also:

XUL, XUL - Introduction, XUL - XUL elements, XUL - Usage, XUL - Film references

Read more here: » XUL: Encyclopedia II - XUL - Introduction

Introduction: Encyclopedia II - Paramagnetism - Introduction

Paramagnetic materials attract and repel like normal magnets when subject to a magnetic field. This alignment of the atomic dipoles with the magnetic field tends to strengthen it, and is described by a relative magnetic permeability greater than unity (or, equivalently, a small positive magnetic susceptibility). Paramagnetism requires that the atoms individually have permanent dipole moments even without an applied field, which typically implies a partially filled electron shell. In pure paramagnetism, these atomic dipoles do not inte ...

See also:

Paramagnetism, Paramagnetism - Introduction, Paramagnetism - Curie's Law, Paramagnetism - Paramagnetic Materials, Paramagnetism - Types of Paramagnetism

Read more here: » Paramagnetism: Encyclopedia II - Paramagnetism - Introduction

Introduction: Encyclopedia II - Gorgias - Introduction

Due to his ushering in of rhetorical innovations involving structure and ornamentation and his introduction of paradoxologia – the idea of paradoxical thought and paradoxical expression – Gorgias of Leontini has been labeled the ‘father of sophistry’ (Wardy 6). Gorgias is also known for contributing to the diffusion of the Attic dialect as the language of literary prose. Gorgias’ surviving rhetorical works (Encomium of Helen, Defense of Palamedes, On Non-Existence, and Epitaphios) exist in ...

See also:

Gorgias, Gorgias - Introduction, Gorgias - Biography, Gorgias - Rhetorical Works, Gorgias - Encomium of Helen, Gorgias - Defense of Palamedes, Gorgias - On Non-Existence or On Nature, Gorgias - Epitaphios or Athenian Funeral Oration, Gorgias - Critics, Gorgias - External link

Read more here: » Gorgias: Encyclopedia II - Gorgias - Introduction

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