### Vineet Dwivedi's Blog

My musings on technology, entrepreneurship and other things.

# Parkinson’s Law of Multiplication of Subordinates

Dec 14, 2012 2 min read

Let’s picture a civil servant called A who finds himself overworked. Whether this overwork is real or imaginary is immaterial; but we should observe, in passing, that A’s sensation (or illusion) might easily result from his own decreasing energy—a normal symptom of middle-age. For this real or imagined overwork there are, broadly speaking, three possible remedies

1. He may resign.

2. He may ask to halve the work with a colleague called B.

3. He may demand the assistance of two subordinates, to be called C and D.

There is probably no instance in civil service history of A choosing any but the third alternative. By resignation he would lose his pension rights. By having B appointed, on his own level in the hierarchy, he would merely bring in a rival for promotion to W’s vacancy when W (at long last) retires. So A would rather have C and D, junior men, below him. They will add to his consequence; and, by dividing the work into two categories, as between C and D, he will have the merit of being the only man who comprehends them both.

It is essential to realise, at this point, that C and D are, as it were, inseparable. To appoint C alone would have been impossible. Why? Because C, if by himself, would divide the work with A and so assume almost the equal status which has been refused in the first instance to B; a status the more emphasised if C is A’s only possible successor. Subordinates must thus number two or more, each being kept in order by fear of the other’s promotion. When C complains in turn of being overworked (as he certainly will) A will, with the concurrence of C, advise the appointment of two assistants to help C. But he can then avert internal friction only by advising the appointment of two more assistants to help D, whose position is much the same. With this recruitment of E, F, G and H, the promotion of A is now practically certain.

Oh yes .. There is a formula for this.

$$x=\frac{2k^m+L}{n}$$

where

• x – number of new employees to be hired annually
• k – number of employees who want to be promoted by hiring new employees
• m – number of working hours per person for the preparation of internal memoranda (micropolitics)
• L – difference: age at hiring − age at retirement
• n – number of administrative files actually completed