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Having spent transformations, we will receive: it 1 1To get rid of units of measure, in the formula (3.5) in a denominator at
- and into numerator at it instead of units we will enter normalising multiplier (nanometer).
Multiplicate model it will look like:
it nanometer 1
it =------ *------ *----, nanometer of VATS it
Where
it - a resultant function; it
------ - The factor 1; nanometer nanometer
------ - The factor 2; it
---- - The factor 3. It
Having applied to multiplicate model it a method of chain substitutions, it is possible
To answer the put questions.
For the answer to the first question it is necessary to use algorithm And, an essence
Which consists in the following:
1. Reference values of factors in initial (X0) and final are defined (X1) the research periods.
2. The increment is defined (? xi) each factor for the investigated period
Time
? xi = xi1 - xi0, i = 1..., n (n - quantity of factors),
Where
iti0 - Size of i th factor in an initial stage;
iti1 - Size of i th factor in the final period.
3. Influence of an increment of each factor on an increment is calculated Interaction indicator for the investigated period of time
? Yxi = *? xi *, (n - quantity of factors),
Thus
? Y =? Yxi.
4. On the received value? Yxi it is defined, what change of the factor
The maximum impact on change of value of an indicator of interaction has made
The enterprises.
5. If the research period consists of several time intervals,
To estimate influence of change of factors on change of an indicator of interaction
It is possible on each interval. In this case final value of the factor on The previous interval is initial value for the subsequent.
For the answer to the first question it would be necessary to use algorithm:
1. Initial planned values of factors (X0) and actual are defined Values (X1) in the certain period of research.
2. The deviation of actual value from planned is defined (? xi) Each factor in the investigated period of time
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