selective summation - определение. Что такое selective summation
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Что (кто) такое selective summation - определение

SHORTHAND NOTATION FOR TENSOR OPERATIONS
Einstein summation convention; Einstein summation notation; Einstein summation; Einstein convention; Einstein's summation convention; Summation convention; Einstein rule; Einstein Summation convention
Найдено результатов: 338
Selective auditory attention         
THE FOCUS ON A SPECIFIC SOURCE OF A SOUND OR SPOKEN WORDS
Selective hearing; Selective deafness; User:Spicysugar07/Selective Auditory Attention; Wikipedia talk:Articles for creation/Selective Auditory Attention; Selective Auditory Attention
Selective auditory attention or selective hearing is a type of selective attention and involves the auditory system. Selective hearing is characterized as the action in which people focus their attention intentionally on a specific source of a sound or spoken words.
selective service         
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  • military segregated]].
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  • The former seal of the Selective Service System
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  • Selective service information available in a local post office in [[Boston, Massachusetts]]
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US FEDERAL GOVERNMENT AGENCY THAT MAINTAINS INFORMATION ON THOSE POTENTIALLY SUBJECT TO MILITARY CONSCRIPTION
Selective Service; 3-A deferment; Selective service; Class 1-A; 4F (military conscription); U.S. Selective Service; 4-F (US Military); Military deferment; Student deferment; Selective Service Administration; Selective Service Board; 4-F (Selective Service System); Class 1-Y; Selective Service registration; Selective Service Number; Selective Service System classification; Selective Service Draft Act; Director of Selective Service; D.S.S. Form 1
In the United States, selective service is a system of selecting and ordering young men to serve in the armed forces for a limited period of time.
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selective service         
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  • The former seal of the Selective Service System
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US FEDERAL GOVERNMENT AGENCY THAT MAINTAINS INFORMATION ON THOSE POTENTIALLY SUBJECT TO MILITARY CONSCRIPTION
Selective Service; 3-A deferment; Selective service; Class 1-A; 4F (military conscription); U.S. Selective Service; 4-F (US Military); Military deferment; Student deferment; Selective Service Administration; Selective Service Board; 4-F (Selective Service System); Class 1-Y; Selective Service registration; Selective Service Number; Selective Service System classification; Selective Service Draft Act; Director of Selective Service; D.S.S. Form 1
¦ noun N. Amer. service in the armed forces under conscription.
Selective PPAR modulator         
DRUG CLASS
Selective PPARγ modulator; Selective PPARγ modulators; SPPARM; SPPARMs; Selective PPAR modulators
A selective PPAR modulator (SPPARM) is a selective receptor modulator of the peroxisome proliferator-activated receptor (PPAR). Examples include SPPARMs of the PPARγ, BADGE, EPI-001, INT-131, MK-0533, and S26948.
Einstein notation         
In mathematics, especially in applications of linear algebra to physics, Einstein notation (also known as the Einstein summation convention or Einstein summation notation) is a notational convention that implies summation over a set of indexed terms in a formula, thus achieving brevity. As part of mathematics it is a notational subset of Ricci calculus; however, it is often used in physics applications that do not distinguish between tangent and cotangent spaces.
Selective estrogen receptor modulator         
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  •  Bazedoxifene includes an indole system (red) which is connected to an amine through a benzyloxyethyl chain (green).
  •  ''trans''-Form of clomifene with the triphenylethylene structure in red.
  •  Chemical structure of lasofoxifene shows cis-oriented phenyls.
  •  Chemical structure of nafoxidine with the dihydronapthalene group in red.
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  •  Chemical structure of ospemifene. Ethoxy side chain ends with a hydroxy group (red) instead of a dimethylamino group as with first-generation SERMs.
  • "A ring" (A) and "D ring" (D) marked in raloxifene.
GROUP OF COMPOUNDS ABLE TO BIND AND ACTIVATE ESTROGEN RECEPTORS, BUT ACTING AS EITHER AN AGONIST OR ANTAGONIST
Selective oestrogen receptor modulator; Selective estrogen receptor modulators; Oestrogen receptor beta; Selective oestrogen receptor modulators; Selective ER modulator; Selective Estrogen Receptor Modulators (SERMs); Estrogen-receptor modulator; Selective estrogen-receptor modulator; Discovery and development of selective estrogen receptor modulators; Draft:Selective estrogen receptor modulator; Estrogen receptor agonist/antagonist; ERAA; Estrogen receptor agonists/antagonists; Estrogen receptor agonist/antagonists
Selective estrogen receptor modulators (SERMs), also known as estrogen receptor agonist/antagonists (ERAAs), are a class of drugs that act on the estrogen receptor (ER). A characteristic that distinguishes these substances from pure ER agonists and antagonists (that is, full agonists and silent antagonists) is that their action is different in various tissues, thereby granting the possibility to selectively inhibit or stimulate estrogen-like action in various tissues.
IgG deficiency         
FORM OF DYSGAMMAGLOBULINEMIA
Igg deficiency; Selective deficiency of immunoglobulin G
IgG deficiency is a form of dysgammaglobulinemia where the proportional levels of the IgG isotype are reduced relative to other immunoglobulin isotypes. IgG deficiency is often found in children as transient hypogammaglobulinemia of infancy (THI), which may occur with or without additional decreases in IgA or IgM.
Ion-selective electrode         
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SENSOR THAT CONVERTS THE ACTIVITY OF A SPECIFIC ION DISSOLVED IN A SOLUTION INTO AN ELECTRICAL POTENTIAL
ISE electrode; Ion-selective membranes and electrodes; Ion selective electrodes; Ion-selective membrane; Ion selective membrane; Cyanide selective combination electrode; Ion Selective electrode; Ion-selective electrodes; Specific ion electrode; Ion selective electrode
An ion-selective electrode (ISE), also known as a specific ion electrode (SIE), is a transducer (or sensor) that converts the activity of a specific ion dissolved in a solution into an electrical potential. The voltage is theoretically dependent on the logarithm of the ionic activity, according to the Nernst equation.
Isolated primary immunoglobulin M deficiency         
SELECTIVE IMMUNOGLOBULIN DEFICIENCY DISEASE THATIS A DYSGAMMAGLOBULINEMIA RESULTING FROM DECREASED LEVELS OF IMMUNOGLOBULIN M (IGM) PRODUCTION TO RODUCTION OF OTHER ANTIBODIES
Selective deficiency of immunoglobulin M; IgM deficiency; Isolated primary IgM deficiency; Immunoglobulin M deficiency; Selective IgM immunodeficiency
Isolated primary immunoglobulin M deficiency is a poorly defined dysgammaglobulinemia characterized by decreased levels of IgM while levels of other immunoglobulins are normal. The immunodeficiency has been associated with some clinical disorders including recurrent infections, atopy, Bloom's syndrome, celiac disease, systemic lupus erythematosus and malignancy, but, surprisingly, SIgMD seems to also occur in asymptomatic individuals.
Pairwise summation         
Cascade summation
In numerical analysis, pairwise summation, also called cascade summation, is a technique to sum a sequence of finite-precision floating-point numbers that substantially reduces the accumulated round-off error compared to naively accumulating the sum in sequence. Although there are other techniques such as Kahan summation that typically have even smaller round-off errors, pairwise summation is nearly as good (differing only by a logarithmic factor) while having much lower computational cost—it can be implemented so as to have nearly the same cost (and exactly the same number of arithmetic operations) as naive summation.

Википедия

Einstein notation

In mathematics, especially the usage of linear algebra in mathematical physics, Einstein notation (also known as the Einstein summation convention or Einstein summation notation) is a notational convention that implies summation over a set of indexed terms in a formula, thus achieving brevity. As part of mathematics it is a notational subset of Ricci calculus; however, it is often used in physics applications that do not distinguish between tangent and cotangent spaces. It was introduced to physics by Albert Einstein in 1916.