The seasonal indices hold the greatest
potential for increased senior manager involvement and for data
reliability in the forecast. There are four fundamental reasons
for adjusting the mathematically generated, seasonal indices and
the resulting forecast.
1. Principle #4 of forecasting stated that
forecasts are always more accurate for nearer periods of time.
Or, the nearer the product due date, the more accurate the
estimate for total demand. This implies the forecast that was
originally made far enough in advance to plan production, order
materials, etc. can be improved continually. However, this does
not occur in practice since human nature resists changing
something that is already in place.
2. Outside influences on the demand for
products are not included in the mathematical model. These
include general swings in the economy and competitive forces.
Senior managers consider these factors and make collective
changes to overall projections. These are often broad judgments
expressed in qualitative terms ("sales will be strong next
quarter") or in broadbrush adjustments ("Christmas
sales will be up 10% this year"). These very valid
considerations are rarely reflected in the mathematical
models.
3. There are also activities within a
company's control that will influence the demand for products
that are unacknowledged in a purely mathematical model.
Product promotions will have a most interesting effect on demand
that marketing can predict with some degree of accuracy. The
solid line in Figure 2 shows a typical promotional profile for a
product that experiences growth during the promotion and
continues with less-than-peak but higher-than-normal sales after
the promotion. Exponential smoothing will lag this
Time
Figure 2.
Other profiles exist for the introduction of
new products, the phasing out of old products, changes in
competition or competitive strategy, other results of promotions,
etc. These demand patterns are far more predictable than any
mathematical method and must be included in forecasts. They are
patterns that will not be repeated until a subsequent promotion
is held and should have their affect removed from any seasonal
indices.
4. The least practiced reason for adjusting the
mathematical model is to keep the data base of demand as valid as
possible. For example, a company might experience much higher than
normal demand for a product due to some unforeseen calamity that
has hit its competition. The mathematical model alone will
interpret this as an overall increase in sales and one that will
happen again the same time next year. This could be corrected in
the data base by changing the past index for that period and
correcting the
index for the subsequent year's period.
To be Continued
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