composite commodity theorem - определение. Что такое composite commodity theorem
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Что (кто) такое composite commodity theorem - определение

THEOREM
Composite theorem; Wilson theorem; Wilsons theorem; Wilson's Theorem
Найдено результатов: 2295
commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
n.
1) to trade in commodities
2) a farm; marketable; staple commodity
Commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
In economics, a commodity is an economic good, usually a resource, that has full or substantial fungibility: that is, the market treats instances of the good as equivalent or nearly so with no regard to who produced them.
Commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
·noun A parcel or quantity of goods.
II. Commodity ·noun Convenience; accommodation; profit; benefit; advantage; interest; commodiousness.
III. Commodity ·noun That which affords convenience, advantage, or profit, especially in commerce, including everything movable that is bought and sold (except animals), - goods, wares, merchandise, produce of land and manufactures, ·etc.
commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
n.
Article of merchandise.
commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
(commodities)
A commodity is something that is sold for money. (BUSINESS)
The government increased prices on several basic commodities like bread and meat.
N-COUNT
Commodities         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
·pl of Commodity.
commodities         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
n. pl.
Merchandise, wares, goods, produce.
commodity         
FUNGIBLE ITEM PRODUCED TO SATISFY WANTS OR NEEDS
Commodities; Homogeneous products; Measurable commodity; Commoditty; Commodity item; Commodity items; Hard commodity; Commodity economy; Commodity food
[k?'m?d?ti]
¦ noun (plural commodities)
1. a raw material or primary agricultural product that can be bought and sold.
2. a useful or valuable thing.
Derivatives
commoditize or commoditise verb
Origin
ME: from OFr. commodite or L. commoditas, from commodus (see commodious).
Composite material         
  • Carbon fibre composite part.
  • Composites are formed by combining materials together to form an overall structure with properties that differ from that of the individual components
  • The graph depicts the three fracture modes a composite material may experience depending on the angle of misorientation relative to aligning fibres parallel to the applied stress.
  • Plot of the overall strength of a composite material as a function of fiber volume fraction limited by the upper bound (isostrain) and lower bound (isostress) conditions.
  • Concrete is a mixture of adhesive and aggregate, giving a robust, strong material that is very widely used.
  • Composite sandwich structure panel used for testing at NASA
  • doi=10.1016/S0921-5093(00)00909-6}}</ref>
  • Plywood is used widely in construction
MATERIAL MADE FROM A COMBINATION OF TWO OR MORE UNLIKE SUBSTANCES
Composite materials; Composite Material; Composite manufacturing; Quartz-fiber reinforced plastic; Composite Materials; Composition material; Composition materials; Composite material); Types of composite material; Composite fabrication; Composite matrix; Composite reinforcement; Technical fabrics; Layup mold; Composite structures
A composite material (also called a composition material or shortened to composite, which is the common name) is a material which is produced from two or more constituent materials. These constituent materials have notably dissimilar chemical or physical properties and are merged to create a material with properties unlike the individual elements.
Dental composite         
  • The use of flowable composite in early decay of lower molar teeth.
  • A hand-held wand that emits primary blue light (λmax=450-470nm) is used to cure the resin within a dental patient's mouth.
  • [[Glass ionomer cement]] - [[composite resin]] spectrum of restorative materials used in dentistry. Towards the GIC end of the spectrum, there is increasing fluoride release and increasing acid-base content; towards the composite resin end of the spectrum, there is increasing light cure percentage and increased flexural strength.
  • Dental composite resin.
SUBSTANCE USED TO FILL CAVITIES IN TEETH
Composite resin; Composite resin restoration; Acid etch composite resin; Composite filling; Composite fillings; Plastic filling; Tooth colored filling; Dental composites; White filling; Resin composite; Resin-based composite
Dental composite resins (better referred to as "resin-based composites" or simply "filled resins") are dental cements made of synthetic resins. Synthetic resins evolved as restorative materials since they were insoluble, of good tooth-like appearance, insensitive to dehydration, easy to manipulate and inexpensive.

Википедия

Wilson's theorem

In algebra and number theory, Wilson's theorem states that a natural number n > 1 is a prime number if and only if the product of all the positive integers less than n is one less than a multiple of n. That is (using the notations of modular arithmetic), the factorial ( n 1 ) ! = 1 × 2 × 3 × × ( n 1 ) {\displaystyle (n-1)!=1\times 2\times 3\times \cdots \times (n-1)} satisfies

( n 1 ) !   1 ( mod n ) {\displaystyle (n-1)!\ \equiv \;-1{\pmod {n}}}

exactly when n is a prime number. In other words, any number n is a prime number if, and only if, (n − 1)! + 1 is divisible by n.