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reciprocal allocation method - vertaling naar Engels

METHOD FOR ALLOCATING SEATS IN PARLIAMENTS
D'hondt method; Hondt method; D'Hondt system; D'Hondt Algorithm; D'Hondt formula; D'Hondt's method; Dhondt method; Jefferson's method; Bader-Ofer method; D'Hondt Method; D'Hondt allocation; Jefferson method

reciprocal allocation method      

бухгалтерский учет

метод взаимного [перекрестного, двойного, матричного] распределения

обратный метод распределения затрат (метод отнесения расходов обслуживающих (вспомогательных) подразделений на производственные подразделения, при котором учитываются все взаимные услуги, оказанные вспомогательными подразделениями друг другу (хозяйственные операции между вспомогательными подразделениями))

синоним

reciprocal method; matrix method; double-distribution method; cross-allocation method; simultaneous equation method; reciprocal method of allocation

resource allocation problem         
ALLOCATION OF RESOURCES AMONG POSSIBLE USES
Distributed resource allocation; Allocation of resources; Resource allocation problems; Resource allocation problem; Allocation of Resources; Resource allocation mechanism; Resource Allocation; Algorithms for resource allocation
задача распределения ресурсов
resource allocation         
ALLOCATION OF RESOURCES AMONG POSSIBLE USES
Distributed resource allocation; Allocation of resources; Resource allocation problems; Resource allocation problem; Allocation of Resources; Resource allocation mechanism; Resource Allocation; Algorithms for resource allocation

математика

распределение ресурсов

Definitie

class method
<programming> A kind of method, available in some object-oriented programming languages, that operates on the class as a whole, as opposed to an object method that operates on an object that is an instance of the class. A typical example of a class method would be one that keeps a count of the number of objects of that class that have been created. (2000-03-22)

Wikipedia

D'Hondt method

The D'Hondt method, also called the Jefferson method or the greatest divisors method, is a method for allocating seats in parliaments among federal states, or in party-list proportional representation systems. It belongs to the class of highest-averages methods.

The method was first described in 1792 by future U.S. president Thomas Jefferson. It was re-invented independently in 1878 by Belgian mathematician Victor D'Hondt, which is the reason for its two different names.

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