Proportional Representation: A Study in Methods of Election

by John H. Humphreys

The system of proportional representation introduced into Finland by the electoral law of 1906, while it presents little or no difficulty to the voter, is, in its method of counting the votes, perhaps the most complicated of the systems at present in force. It has for its basis the Belgian List system and the d'Hondt rule, but the variations which were introduced with the object of safeguarding the rights of the electors against the possible tyranny of party managers are so important that at the first glance its resemblance to the parent system is not easily recognized. The Belgian model is followed more closely in the method of distributing the seats to the various parties than in the manner in which the successful candidates are chosen from the party lists. In its internal party arrangement the Finnish system shows boldness, originality, and, it must be added, no little complexity of procedure.

Schedules and "compacts" in place of lists.

Finland is divided into sixteen electoral districts returning from six to twenty-three members, with the one exception of Lapland, which is a single-member constituency. In each constituency any group of not less than fifty electors can put forward a schedule of not more than three candidates, however many may be the total number of members to be elected. Each of these schedules may be headed with the name of a party or some political motto. The persons responsible for these schedules may, and commonly do, combine them in groups known as "compacts," and it is these compacts, and not the original schedules, which correspond roughly to the party "lists" of the Belgian system, the only limit to this power of combination being that the combined schedules must not contain the names of more candidates than there are vacancies to be filled. But as the names of the same candidates may, and constantly do, occur in many different schedules within a single compact, a first glance at a Finnish polling paper would seem to show in each combination the names of more candidates than there are vacancies. The compact bears the name of the political party to which it belongs. Combination into compacts is, of course, optional, and a certain number of schedules are put forward independently. A vacant corner is reserved on the ballot paper where any elector who is not content with any of the schedules submitted may make his own schedule.

An election in Nyland.

The system may be more fully understood from some details of the election of 1907 in the Nyland division. In this division, the largest in Finland, returning twenty-three members, no less than seventy-two schedules were presented, or which all except five were combined into compacts. The five remained isolated. Of the combined schedules seventeen were included in the compact of the Swedish party, but the individual candidates in these seventeen schedules numbered only twenty-three, the legal limit, the same names being repeated in several schedules. The old Finnish compact contained thirteen schedules, the Young Finns seventeen, the Social Democrats eight, the "Christian" compact seven, the "Free Christian" compact three, and the Radicals two.

As already stated, the voter's task is not difficult. He, or she, simply marks the schedule of his, or her, choice. The voter can also, if he wishes, alter the order of the names in a schedule. The effect of doing this will be apparent in a moment. That the task is simple is conclusively shown by the fact that the percentage of spoilt votes was in the Nyland division only 0.58 per cent. For the whole country the percentage was only 0.93, and this with universal adult suffrage and a poll of 899,347, or 70.7 per cent, of the electorate.

The returning officer's task.

The task of the returning officer is twofold. He has to ascertain (1) the relative positions of candidates within each compact (or independent schedule), and (2) their position relatively to the candidates of other compacts in the final allotment of seats. He proceeds as follows. He first counts the votes on each schedule, reckoning a full vote to the first name, a half vote to the second, and a third of a vote to the third (the effect of an alteration of the order of names in a schedule by the voter is now apparent). Thus if schedule No. 1 (in the specimen ballot paper on page 323), containing the names Schybergson, Neovius, and Soderholm, receives the support of 6000 voters in all, of whom 3000 have placed Schybergson as No. 1, 2000 as No. 2, and 1000 as No. 3, Schybergson will have a total of 3000 + 2000/2 + 1000/3 = 4333. Similarly, if Neovius obtains the support of 2000 as No. 1, 2000 as No. 2, and 2000 as No. 3, his total will be 2000 + 2000/2 + 2000/3 = 3666; Soderholm, the third candidate, would receive 1000 votes as No. 1, 2000 as No. 2, and 3000 as No. 3, and his total would be 1000 + 2000/2 + 3000/3 = 3000. But these individual totals of 4333, 3666, and 3000 are used merely to determine the order of the candidates within the schedule itself, and having performed that function, they are not taken further into account. In the example given (as would usually be the case in practice) the order within the schedule has not been disturbed, and the candidates are credited, the first (Schybergson) with the full number of the voters who supported the schedule—6000; the second (Neovius) with one-half that number—3000; the third (Soderholm) with one-third of that number—2000. These last figures are called "numbers of comparison," a phrase intended to throw light upon their function. The same process is gone through with all the other schedules in the same compact. The returning officer then adds up all the numbers of comparison which each candidate has obtained in all the schedules within the compact where his name appears, and arranges candidates within the compact in the order of these totals. Thus, in the actual election of 1907, in the Nyland division, Schybergson headed the Swedish party compact with 9192 as the total of his "numbers of comparison," Soderholm coming next with 6837.

The allotment of seats.

When the candidates in each compact have thus been arranged in order (and the votes given in writing by independent voters have also been counted), the returning officer proceeds to the second stage of his duties—the determination of the position of candidates with reference to their competitors in other compacts; and it is on this position that the actual allotment of seats depends. For this purpose he primarily takes into account, not the "numbers of comparison" of individual candidates, but the total number of voters who have supported each compact; he credits this total to the candidate who has the highest "number of comparison" within the compact; credits the next candidate with one-half this total, the third candidate with one-third, and so on, finally arranging the whole of the candidates in order. Thus far this stage of the process is identical in substance with the Belgian method, though the appearance is different. For, obviously, if List (or compact) A, of which the candidates are G, H, I, in that order receives 12,000 votes, while List B, with candidates P, Q, R, receives 10,000, and List C, with candidates X, Y, Z, receives 8000, it is all one whether the returning officer applies the d'Hondt rule and assigns two seats to List A (thus seating G and H), two seats to List B (thus seating P and Q), and one seat to List C (thus seating X), or whether he tabulates the result of the polling thus: