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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 - Combinatorial chemistry - Introduction

Synthesis of molecules in a combinatorial fashion can quickly lead to large numbers of molecules. For example, a molecule with three points of diversity (R1, R2, and R3) can generate possible structures, where , , and are the number of different substituents utilized. Although combinatorial chemistry has only really been taken up by industry since the 1990s, its roots can be seen as far back as the 1960s when a researcher at Rockefeller University, Bruce Merrifield, started investigating the solid-phase synthesis of peptides. In the 1980s researcher H. Mario Geysen developed this technique further, cre ...

See also:

Combinatorial chemistry, Combinatorial chemistry - Introduction, Combinatorial chemistry - Trivia

Read more here: » Combinatorial chemistry: Encyclopedia II - Combinatorial chemistry - Introduction

Introduction: Encyclopedia II - Bionanotechnology - Introduction

In 1965, Gordon Moore, one of the founders of Intel Corporation, made the astounding prediction that the number of transistors that could be fit in a given area would double every 18 months for the next ten years. This it did and the phenomenon became known as Moore's Law. This trend has continued far past the predicted 10 years until this day, going from just over 2000 transistors in the original 4004 processors of 1971 to over 40,000,000 transistors in the Pentium 4. There has, of course, been a corresponding decrease in the size of individual electronic elements, going from millimeters in the 6 ...

See also:

Bionanotechnology, Bionanotechnology - Introduction, Bionanotechnology - Designing the future

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

Introduction: Encyclopedia II - Gui4Cli - Introduction

Gui4Cli is a simple, freeware, event-driven scripting language with which you can easily create and control many types of GUI to use as stand-alone applications or as interfaces for other programs. It has many powerful commands and capabilities and a simple intuitive structure. Gui4Cli works on Windows (all versions from 95 and NT4 upwards). Gui4Cli can be extended via DLLs, using which you can add new Events, Commands and Variables. These are loaded at run time, if and when needed. There is also a DLL vers ...

See also:

Gui4Cli, Gui4Cli - Introduction, Gui4Cli - Features, Gui4Cli - Licence

Read more here: » Gui4Cli: Encyclopedia II - Gui4Cli - Introduction

Introduction: Encyclopedia II - Spirit Reduction - Introduction

When they entered the Shaman fight, Yoh and his friends were of a quite high power level : they were all able to use Giant Over Soul and in Yoh's case, Double Medium. However, they were still to the eyes of all no match against Hao Asakura, whose power was stronger than it ever was. It was these circumstances that brought Mikihisa Asakura, Yoh's farther, to try to teach them how to be stronger. He showed them how his own very small spirits could easily disrupt their gigantic forms of G ...

See also:

Spirit Reduction, Spirit Reduction - Introduction, Spirit Reduction - Usage

Read more here: » Spirit Reduction: Encyclopedia II - Spirit Reduction - Introduction

Introduction: Encyclopedia II - Electric potential - Introduction

Objects may possess a property known as electric charge. An electric field exerts a force on charged objects, accelerating them in the direction of the force. This force has the same direction as the electric field vector, and its magnitude is given by the size of the charge multiplied with the magnitude of the electric field. Classical mechanics explores the concepts such as force, energy, potential etc. in more detail. Force and potential energy are directly related. As an object moves in the direction that the force accelera ...

See also:

Electric potential, Electric potential - Explanation, Electric potential - Introduction, Electric potential - Mathematical introduction, Electric potential - Special cases and computational devices, Electric potential - Applications in electronics

Read more here: » Electric potential: Encyclopedia II - Electric potential - Introduction

Introduction: Encyclopedia II - Ekpyrotic - Introduction

Brane cosmology assumes that the visible universe lies on a four-dimensional brane which moves in higher dimensional space. Our brane may be one of innumerable others moving through these extra dimensions. The ekpyrotic scenario was proposed by Khoury, Ovrut, Steinhardt and Turok in 2001. It suggests that the visible universe was empty and contracting in the distant past. At some time, our brane collided with another, parallel "hidden" brane, which caused the contracting universe to reverse and begin expanding. Hot matter and radiation was c ...

See also:

Ekpyrotic, Ekpyrotic - Introduction, Ekpyrotic - Outstanding problems, Ekpyrotic - Popular reception

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

Introduction: Encyclopedia II - Byzantine art - Introduction

Byzantine art grew from the art of Ancient Greece (see Greek art), and at least before 1453 never lost sight of its classical heritage, but was distinguished from it in a number of ways. The most profound of these was that the humanist ethic of Ancient Greek art was enhanced by the Christian ethic. If the purpose of classical art was the glorification of man, the purpose of Byzantine art was the glorification of God, and particularly of his son, Jesus. But because Jesus was of course human, the Byzantine artistic tradition can be argued ...

See also:

Byzantine art, Byzantine art - Introduction, Byzantine art - Periods, Byzantine art - Legacy

Read more here: » Byzantine art: Encyclopedia II - Byzantine art - Introduction

Introduction: Encyclopedia II - Grothendieck topology - Introduction

Main article: Background and genesis of topos theory André Weil's famous Weil conjectures proposed that certain properties of equations with integral coefficients should be understood as geometric properties of the algebraic variety that they defined. His conjectures postulated that there should be a cohomology theory of algebraic varieties which gave number-theoretic information about their defining equations. This cohomology theory was known as the "Weil cohomology", but using the to ...

See also:

Grothendieck topology, Grothendieck topology - Introduction, Grothendieck topology - Definition, Grothendieck topology - Sites and sheaves

Read more here: » Grothendieck topology: Encyclopedia II - Grothendieck topology - Introduction

Introduction: Encyclopedia II - Robert Bresson - Introduction

French director Robert Bresson (1901-1999) is often referred to as a 'patron saint' of cinema, not only for the strong Catholic themes found throughout his work, but also for his notable contributions to the art of film. His original directoral language can be detected through his use of sound, associating selected sounds with images or characters; paring dramatic form to its essentials by the general avoidance of music; and through his infamous 'actor-model' methods of directing ...

See also:

Robert Bresson, Robert Bresson - Introduction, Robert Bresson - Biography, Robert Bresson - Filmography as director

Read more here: » Robert Bresson: Encyclopedia II - Robert Bresson - Introduction

Introduction: Encyclopedia II - Tacita Dean - Introduction

Tacita Dean is best known for her film works, although she utilises a variety of media including drawing, photography and sound. She has produced numerous 16mm films, often employing long takes and steady camera angles to create a serene, melancholy, but compelling atmosphere. She has also published several volumes of her own writings, whose themes complement her visual work. Her more recent films do not include commentary, but several of h ...

See also:

Tacita Dean, Tacita Dean - Introduction, Tacita Dean - Biography, Tacita Dean - Film works

Read more here: » Tacita Dean: Encyclopedia II - Tacita Dean - Introduction

Introduction: Encyclopedia II - Patrick Leslie - Introduction

Leslie was born in Warthill in Aberdeenshire, the second son of William Leslie. In December 1834, Patrick left London arriving in Sydney in May 1835. By 1836 he was managing his uncle’s property at Collaroi in the Cassilis district of New South Wales. Later on he rented Dunheved farm at Penrith. When his brothers Walter and George arrived in the colony, Patrick decided to look for new land to the north. ...

See also:

Patrick Leslie, Patrick Leslie - Introduction, Patrick Leslie - Activity on the Darling Downs

Read more here: » Patrick Leslie: Encyclopedia II - Patrick Leslie - Introduction

Introduction: Encyclopedia II - Matrilineality - Introduction

A matriline is a line of descent from a female ancestor to a descendant (of either sex) in which the individuals in all intervening generations are female. In a matrilineal descent system (= uterine descent), an individual is considered to belong to the same descent group as his or her mother. This is in contrast to the more common pattern of patrilineal descent. The uterine ancestry of an individual is a person's pure female ancestry, i.e. a matriline leading from a female ancestor to that individual. On inheritance by matrilineal kinship ( ...

See also:

Matrilineality, Matrilineality - Introduction, Matrilineality - Judaism, Matrilineality - Nair community

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

Introduction: Encyclopedia II - Greywater - Introduction

Greywater, sometimes also spelled as graywater, grey water or gray water and also known as 'sullage', is wastewater generated from processes such as washing dishes, laundry and bathing. Sometimes, the term excludes kitchen wastewater containing significant food residues. It is quite distinct from blackwater in the amount and composition of its chemical and biological contaminants. Greywater gets its name from its appearance and possibly also from its status as neither being fresh (groundwater or potable wat ...

See also:

Greywater, Greywater - Introduction, Greywater - Reuse of Greywater

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

Introduction: Encyclopedia II - Ajanta - Introduction

The caves are in a wooded and rugged horseshoe-shaped ravine about 3 1/2 m. from the village of Ajinthā. It is situated in the Aurangābād district of Mahārāşţra State in India (106 kilometers away from the city of Aurangabad). The nearest towns are Jalgāon (60 kilometers away) and Bhusāwal (70 kilometers away). Along the bottom of the ravine runs the river Wāghūr or Waghōrā (from the root vyāghra in Sanskrit meaning the tiger), a mountain stream. There are 29 (officially numbered by the Archaeological Survey of India) ca ...

See also:

Ajanta, Ajanta - Introduction, Ajanta - Cave 1, Ajanta - Cave 2, Ajanta - External link

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

Introduction: Encyclopedia II - Breit equation - Introduction

The Breit equation is not only an approximation in terms of quantum mechanics, but also in terms of relativity theory as it is not completely invariant with respect to the Lorentz transformation. Just as does the Dirac equation, it treats nuclei as point sources of an external field for the particles it describes. For N particles, the Breit equation has the form (rij is the distance between particle i and j): , w ...

See also:

Breit equation, Breit equation - Introduction, Breit equation - Breit hamiltonians, Breit equation - Notes

Read more here: » Breit equation: Encyclopedia II - Breit equation - Introduction

Introduction: Encyclopedia II - Autoclave - Introduction

Under ordinary circumstances, heating water above the boiling point in an open vessel is impossible. Whenever the temperature rises up to 100 °C, water ceases to warm any more. This is due to extensive evaporation that occurs during boiling. The process of evaporation takes all the heat, thus preventing water from further heating. If water is boiled long enough, it all turns to vapor. If water is heated in a sealed vessel, it is possible to increase the boiling point. When the temperature reaches approximately 90 °C, extensive evapo ...

See also:

Autoclave, Autoclave - Introduction, Autoclave - Autoclaves in medicine, Autoclave - Autoclave quality assurance

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

Introduction: Encyclopedia II - Over Soul - Introduction

Over Soul , or Spirit Control, is the most common Shamanic technique. The ability to master it is in itself the qualification to receive the Oracle Bell, and an entrance to the Shaman Fight. It involves in summoning the Shaman's Guardian Spirit inside his Shamanic Focus (the weapon he's wielding). The Spirit will then wrap itself around it, giving it a distinct new shape and new powers. The effects of this technique will vary depending on the Shaman (to a lesser extent), the Spirit and more importantly the Focus used. Indeed, most of Yoh's group had a second focus, generally producing a more powerful Over Soul than their fir ...

See also:

Over Soul, Over Soul - Introduction, Over Soul - Shamans Spirit and Focuses

Read more here: » Over Soul: Encyclopedia II - Over Soul - Introduction

Introduction: Encyclopedia II - Polymer clay - Introduction

Polymer clay hardens by curing at temperatures created in a typical home oven (generally at 265 to 275 °F (129 to 135 °C), for 15 minutes per 1/4" (6 mm) of thickness), and does not shrink or change texture during the process. When properly cured, most clays create items which won't break if dropped or normally stressed. It also comes in liquid form and in permanently flexible solid form. Polymer clay is sold in craft, hobby, and art stores, and is used by artists, hobbyists, and children. Leading brands of polymer clay include Premo, FimoClassic and FimoSoft, Kato Polyclay, Sculpey (Sculpey, SuperSculpey, ...

See also:

Polymer clay, Polymer clay - Introduction, Polymer clay - Uses and Techniques

Read more here: » Polymer clay: Encyclopedia II - Polymer clay - Introduction

Introduction: Encyclopedia II - Matrilineality - Introduction

A matriline is a line of descent from a female ancestor to a descendant (of either sex) in which the individuals in all intervening generations are female. In a matrilineal descent system (= uterine descent), an individual is considered to belong to the same descent group as his or her mother. This is in contrast to the more common pattern of patrilineal descent. The uterine ancestry of an individual is a person's pure female ancestry, i.e. a matriline leading from a female ancestor to that individual. On inheritance by matrilineal kinship ( ...

See also:

Matrilineality, Matrilineality - Introduction, Matrilineality - Judaism, Matrilineality - Nair tharavadus

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

Introduction: Encyclopedia II - Topos - Introduction

A traditional axiomatic foundation of mathematics is set theory, in which all mathematical objects are ultimately represented by sets (even functions which map between sets.) More recent work in category theory allows this foundation to be generalized using topoi; each topos completely defines its own mathematical framework. The category of sets forms a familiar topos, and working within this topos is equivalent to using traditional set theoretic mathematics. But one could instead choose to work with many alternate topoi. A topos exists in w ...

See also:

Topos, Topos - Introduction, Topos - Formal definition, Topos - Further examples, Topos - History

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

Introduction: Encyclopedia II - Dana College - Introduction

The small student body is taught by 45 professors and eight non-doctorate instructors, resulting in an average teacher-student ratio of 1:12. They are presided over by an administration led by college president Janet Philipp . Several offices are under the authority of the president, including health services, campus security, and information technology. The college offers on-campus housing in five residence halls and contractually maintains off-campus apartments for married or non-traditional students. Campus life is fostered by an active student government and many student organizatio ...

See also:

Dana College, Dana College - Introduction, Dana College - Majors offered, Dana College - Athletics

Read more here: » Dana College: Encyclopedia II - Dana College - Introduction

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