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Induction | A Wisdom Archive on Induction | | Induction A selection of articles related to Induction | |
| We recommend this article: Induction - 1, and also this: Induction - 2. |
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induction,
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| ARTICLES RELATED TO Induction | | | |  Induction: Encyclopedia II - Grant Fuhr - Hall of Fame inductionGrant Fuhr was inducted into the Hockey Hall of Fame on November 2nd, 2003. In the press at the time, it was frequently noted that Fuhr was the first African-Canadian inducted into the hall. Fuhr himself found the insistence on his race surprising for two reasons. First, Fuhr never experienced any racism during his formative years in Spruce Grove, Alberta (near Edmonton, Alberta) or within the NHL. Second, Fu ...
See also:Grant Fuhr, Grant Fuhr - Background and early career, Grant Fuhr - International play, Grant Fuhr - Post-Edmonton years, Grant Fuhr - Career summary, Grant Fuhr - Hall of Fame induction, Grant Fuhr - Coyotes' goalie coach Read more here: » Grant Fuhr: Encyclopedia II - Grant Fuhr - Hall of Fame induction |
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| | | | | | Induction: Encyclopedia II - Abscisic acid - Location, Characteristics and Occasions for Synthesis Induction Abscisic acid is defined as a plant hormone that mainly acts to inhibit growth, promotes dormancy, and to help the plant tolerate stressful conditions.
Abscisic acid is named so because it was believed that this hormone caused the abscission of leaves from deciduous trees in the fall. The plants growth slows down and then it will assume a dormant state. This is the complete opposite of what auxin, gibberellins, and cytokinins, the other plant hormones will do to the plant. Inside the terminal bud the hormone abscisic acid is produced. ...
See also:Abscisic acid, Abscisic acid - Location, Characteristics and Occasions for Synthesis Induction, Abscisic acid - Effects Read more here: » Abscisic acid: Encyclopedia II - Abscisic acid - Location, Characteristics and Occasions for Synthesis Induction |
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| | | | | Induction: Encyclopedia II - History of the scientific method - The emergence of an inductive method Aristotle provided yet another of the ingredients of scientific tradition: empiricism. For Aristotle, the Platonic, universal ideal is to be found in particular things, what he calls the essence of things. Using the concept of essence, Aristotle reconciles abstract thought with observation. In Aristotelian science, we find the beginnings of a primitive inductive method, although one that is based on collections of objects rather than experimentation.
In his enunciation of a 'method' in the 13th century Roger Bacon, under the tu ...
See also:History of the scientific method, History of the scientific method - Early empiricism and philosophy, History of the scientific method - The emergence of an inductive method, History of the scientific method - A schematic scientific method, History of the scientific method - Method called to question, History of the scientific method - Current issues Read more here: » History of the scientific method: Encyclopedia II - History of the scientific method - The emergence of an inductive method |
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| | | | | Induction: Encyclopedia II - Freddie Stowers - Early life and induction into the Army Stowers was born in Sandy Springs, North Carolina, the grandson of a slave. Before the war, he worked as a farmhand. He married a woman named Pearl, with whom he had one daughter, Minnie Lee.
Stowers was drafted into the Army in 1917, and assigned to Company C, 1st Battalion of the segregated U.S. 371st Infantry Regiment, originally part of the 93rd Infantry Division (Colored). Although his unit arrived in France as part of the American Expeditionary Force, Stowers' regiment, like the others in the ...
See also:Freddie Stowers, Freddie Stowers - Early life and induction into the Army, Freddie Stowers - The assault on Côte 188, Freddie Stowers - Posthumous award, Freddie Stowers - Legacy Read more here: » Freddie Stowers: Encyclopedia II - Freddie Stowers - Early life and induction into the Army |
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| | | | | Induction: Encyclopedia II - CW complex - CW complexes are defined inductively Assume that X to be a Hausdorff space: for the purposes of homotopy theory this loses nothing important. Then since closed cells are compact spaces, we can be sure that their images in X are also compact, closed subspaces. From now on, we refer to 'closed cells', and 'open cells', as subspaces of X, the open cell being the image of the distinguished interior.
A 0-cell is just a point; if we only have 0-cells building up a Hausdorff space, it must be a discrete space. The general CW-comple ...
See also:CW complex, CW complex - Attaching cells, CW complex - CW complexes are defined inductively, CW complex - 'The' homotopy category, CW complex - Properties Read more here: » CW complex: Encyclopedia II - CW complex - CW complexes are defined inductively |
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| | | | | Induction: Encyclopedia II - David Stove - Philosophy of Science Induction and Probability Stove's starting point in this area was the Humean argument for inductive scepticism. Stove was a great admirer of David Hume but thought that this argument (which Hume appeared not to accept later on in life) was not only fallacious but harmful in its effects, and that in fact it was one of the causes (though not the only one) of the 'modern nervousness'. Stove traced a direct line from Hume to Popper, to ...
See also:David Stove, David Stove - Life, David Stove - Reputation, David Stove - Philosophy of Science Induction and Probability, David Stove - Polemics against Popper and other 'irrationalists', David Stove - The Plato Cult, David Stove - Political Philosophy, David Stove - Darwinism, David Stove - Stove's contrariness, David Stove - A selected bibliography Read more here: » David Stove: Encyclopedia II - David Stove - Philosophy of Science Induction and Probability |
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| | | | | Induction: Encyclopedia II - Milton H. Erickson - The Handshake Induction Confusion is the basis of Erickson's famous hypnotic handshake. Many actions are learned and operate as a single "chunk" of behavior: shaking hands and tying shoelaces being two classic examples. If the behavior is diverted or frozen midway, the person literally has no mental space for this - he is stopped in the middle of unconsciously executing a behavior that hasn't got a "middle". The mind responds by suspending itself in trance until either something happens to give a new direction, or it "snaps out". A skilled hypnotist can often use that momentary confusion and suspe ...
See also:Milton H. Erickson, Milton H. Erickson - Personal History, Milton H. Erickson - Trance and The Unconscious Mind, Milton H. Erickson - Indirect Techniques, Milton H. Erickson - Confusion Technique, Milton H. Erickson - The Handshake Induction, Milton H. Erickson - Resistance, Milton H. Erickson - Ericksonian Therapy, Milton H. Erickson - Shocks and Ordeals, Milton H. Erickson - Influences, Milton H. Erickson - Books Read more here: » Milton H. Erickson: Encyclopedia II - Milton H. Erickson - The Handshake Induction |
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| | | | | Induction: Encyclopedia II - Surreal number - Generating surreal numbers using finite induction Until now we have not really looked at what numbers we can and cannot create by applying the construction rule. We will first start with the numbers that can be created by applying the rule a finite number of times. We do this by inductively defining Sn with n a natural number as follows:
S0 = {0}
Si + 1 is Si plus the set of all surreal numbers that ...
See also:Surreal number, Surreal number - Constructing surreal numbers, Surreal number - Computing with surreal numbers, Surreal number - Generating surreal numbers using finite induction, Surreal number - To Infinity and Beyond, Surreal number - Games, Surreal number - Surreal numbers and combinatorial game theory, Surreal number - Alternative realization, Surreal number - Definitions, Surreal number - Addition and Multiplication, Surreal number - Correspondence between realizations Read more here: » Surreal number: Encyclopedia II - Surreal number - Generating surreal numbers using finite induction |
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| | | | | Induction: Encyclopedia II - Inductor - Formulae 1. Basic inductance formula:
L = Inductance in henries
μ0 = permeability of free space = 4x10-7 H/m
μr = relative permeability of core material
N = number of turns
A = area of cross-section of the coil in square metres (m2)
l = length of coil in metres (m)
2. Inductance of a straight wire conductor:
L = inductance in nH
l = length of conductor
d = diameter of conducto ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - Formulae |
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| | | | | | Induction: Encyclopedia II - Inductor - Formulae 1. Basic inductance formula:
L = Inductance in henries
μ0 = permeability of free space = 4π × 10-7 H/m
μr = relative permeability of core material
N = number of turns
A = area of cross-section of the coil in square metres (m2)
l = leng ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - Formulae |
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| | | | | Induction: Encyclopedia II - Inductor - Physics
Inductor - Overview.
Inductance (measured in henrys) is an effect which results from the magnetic field that forms around a current carrying conductor. Current flowing through the inductor creates a magnetic field which has an associated electromotive field which opposes the applied voltage. This counter electromotive force (emf) is generated which opposes the change in voltage applied to the inductor and current in the inductor resists the change but does rise. This is known as inductive reactance. It is opposite in phase to capacitive reactance. Inductance can be increased by looping the conductor into a coil wh ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - Physics |
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| | | | | Induction: Encyclopedia II - Inductor - Q Factor There has not been an ideal inductor created to-date, the only exception being if the inductor is dipped in liquid nitrogen. In the real world inductors have a series resistance created by the copper or other electrically conductive metal wire forming the coils. This series resistance converts the electrical current flowing through the coils into heat, thus causing a loss of inductive quality. This is where the quality factor is born. The quality factor is a ratio of the inductance to the resistance.
The quality factor of an inductor can be found through this formula, where R is its internal ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - Q Factor |
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| | | | | | | Induction: Encyclopedia II - Inductor - In electric circuits While a capacitor resists changes in voltage, an inductor resists changes in current. An ideal inductor would offer no resistance to direct current, however, all real-world inductors have non-zero electrical resistance.
In general, the relationship between the time-varying voltage v(t) across an inductor with inductance L and the time-varying current i(t) passing through it is described b ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - In electric circuits |
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| | | | | | Induction: Encyclopedia II - Inductor - Applications Inductors are used extensively in analog circuits and signal processing. Inductors in conjunction with capacitors and other components form tuned circuits which can emphasize or filter out specific signal frequencies. This can range from the use of large inductors as chokes in power supplies, now obsolete, which in conjunction with filter capacitors remove residual hum or other fluctuations from the direct current output, to such small inductances as generated by a ferrite bead or torus around a cable to prevent radio frequency interf ...
See also:Inductor, Inductor - Physics, Inductor - Overview, Inductor - Stored energy, Inductor - Hydraulic model, Inductor - In electric circuits, Inductor - Inductor networks, Inductor - Q Factor, Inductor - Formulae, Inductor - Inductor construction, Inductor - Applications, Inductor - Synonyms Read more here: » Inductor: Encyclopedia II - Inductor - Applications |
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| | | | | Induction: Encyclopedia II - History of the scientific method - Method called to question These attempts to systematize a scientific method were faced with the problem of induction, which argues that inductive reasoning, in the context of scientific research, is not justified. David Hume set the difficulty out in detail. Briefly stated, he argued that there is no logical necessity that the future should resemble the past, thus we are unable to justify inductive reasoning itself by appealing to its past success. Karl Popper, following others, argued that a hypothesis must be falsifiable and that science would best progress using a deductive ...
See also:History of the scientific method, History of the scientific method - Early empiricism and philosophy, History of the scientific method - The emergence of an inductive method, History of the scientific method - A schematic scientific method, History of the scientific method - Method called to question, History of the scientific method - Current issues Read more here: » History of the scientific method: Encyclopedia II - History of the scientific method - Method called to question |
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| | | | | | Induction: Encyclopedia II - Preintuitionism - Arguments over the excluded middle It was for this assertion, among others, that Poincaré was considered to be similar to the intuitionists. For Brouwer though, the Pre-Intuitionists failed to go as far as necessary in divesting mathematics from metaphysics, for they still used principium tertii exclusi or the "Law of excluded middle". (Note: It actually reads "principle of the excluded third", but it is not commonly known by that name.)
The principle of the excluded middle does lead to some strange situations. Such as the question in regard to the future, "Wil ...
See also:Preintuitionism, Preintuitionism - The introduction of natural numbers, Preintuitionism - The principle of complete induction, Preintuitionism - Arguments over the excluded middle, Preintuitionism - Other Pre-Intuitionists Read more here: » Preintuitionism: Encyclopedia II - Preintuitionism - Arguments over the excluded middle |
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