Proportional Representation Applied To Party Government Part 8

[7] _Hobart Mercury_

CHAPTER VII.

FREE LIST SYSTEM OF PROPORTIONAL DELEGATION.

The _Liste Libre_, or Free List system, is a far simpler and more practical method of proportional representation than the Hare system.

The distinctive feature is that it applies the proportional principle not to individual candidates but to parties. But, like the Hare system, it places no restriction on the number of parties. It is therefore particularly adapted to the circ.u.mstances of the countries on the Continent of Europe, which, having already a number of strong party organizations, wish to retain them and to do justice to each.

Accordingly we find that nearly all experiments in proportional representation to the present time have been confined to those countries.

Perhaps the very earliest attempt to apply the proportional principle was that of Mr. Thomas Gilpin, in a pamphlet, "On the Representation of Minorities of Electors to act with the Majority in Elected a.s.semblies,"

published at Philadelphia in 1844. He proposed that electorates should be enlarged, and that each party should nominate a list of candidates equal to the number required to be elected, and should place them in order of preference. Each elector could then vote for one of these lists; and each party would be allotted a number of representatives proportional to the amount of support it received. The highest on each list, to the number allotted, would be elected. It will be seen that this is really a system of double election; for the order of favour of the candidates of any party would have to be decided before the nominations were made.

Only two years afterwards M. Victor Considerant published a similar scheme at Geneva, Switzerland. Each elector was to vote first for a party and then for any number of candidates on the party list whom he preferred. The party votes were to decide the number of members allotted to each list, and the individual votes the successful candidates.

The little republic of Switzerland has been the scene of nearly all subsequent improvement. In 1867 Professor Ernest Naville founded the _a.s.sociation Reformiste_ at Geneva to advocate the principle of proportional representation. In 1871 the a.s.sociation adopted the _Liste Libre_ system, invented by M. Borely, of Nimes, France, in which each elector was to place all the candidates of his party in order of preference. But as this allows the electors little direct influence on their own candidates and none outside of them, a combination of the c.u.mulative vote and the _Liste Libre_ was adopted in 1875. Each elector was to have as many votes as there were seats to be filled, but he could not only give them to any candidates on any list, but he could also give as many votes as he liked to any one candidate. Thus if there were ten seats to be filled the elector could give ten votes to one candidate, or one vote to each of ten candidates, or five votes to one candidate and divide the remaining five among others, and so on. The only condition necessary was that his votes added up to ten. The aggregate votes given to all the candidates of each party were then to be taken as the basis of proportional distribution among the parties and the highest on each list to the number decided were to be elected.

It was not till the year 1890 that this scheme was actually put into practice. The election of 1889 had resulted so unjustly to the Liberal party in the canton of Ticino that an insurrection broke out. This forced the hand of the Federal Government, which had to quell the disturbance, and proportional representation was recommended and adopted. Several other cantons followed suit, and it is expected that the whole of Switzerland will soon adopt the reform.

A modification of this plan has lately been adopted by the Swiss a.s.sociation. In this later plan electors can give a single vote only to individual candidates, but if they do not use all their votes in this way they may c.u.mulate the balance on any one party list by marking at the head of the list. Thus if the elector in a ten-seat electorate gives five votes to individual candidates, and places a mark at the head of one of the lists, the balance of five votes will count to that list. The aggregate votes given to individual candidates on any list, plus the votes placed at the head of the list, will form the basis of proportional distribution among the lists. This is the plan adopted by the American Proportional Representation League as most nearly suited to American habits, and recommended by Professor Commons in his book on "Proportional Representation."

Belgium has also quite recently adopted a scheme of proportional representation. As in Switzerland, its advent was hastened by political disturbances. The Catholic party, not satisfied with exerting a preponderating influence in the country districts, wished to obtain also its proportionate share of representation in the cities, and proposed a scheme of proportional representation for them only. This caused such ill feeling that riots took place in the streets of Brussels. Finally, proportional representation was promised all round, and became law for both the Chamber of Representatives and the Senate at the latter end of 1899. In Brussels, where there are 18 seats to be filled, a trial election had already been held in 1893 with satisfactory results. Six lists were nominated, the largest being that of the Socialists, who nominated ten candidates; and over 12,000 electors voted. Each elector was allowed 18 votes, and the methods in which he could distribute them were somewhat complicated. He might (1) mark at the head of a list, (2) mark at the head of a list and also opposite one or more candidates on the same list, (3) mark opposite the names of not more than 18 candidates on any list. In the first case his 18 votes counted to the list marked, in the second case one vote was counted to each of the individual candidates marked and the balance counted for the list; in the third case one vote was counted to each candidate marked. The aggregate of votes marked at the head of each list, plus the individual votes on the list, was then taken as the basis of proportional distribution. So many of the votes were c.u.mulated on lists that only about one-fifth of the votes cast were operative in the selection of candidates.

In the bill which has recently become law a new method has therefore been adopted, which gives more power to the party committees, but allows the electors to modify their choice. For this purpose the party organization nominates the candidates in order of preference. The elector may then accept this order by marking at the head of the list, or he may give his vote to any one candidate on the list. If all the electors of a party vote in the first way, those nominated highest on the list, to the number to which the party becomes ent.i.tled, are elected. But if all the electors vote in the second way, those with the highest single votes are elected. The actual result will usually be a compromise between the two, and it is evidently the interest of the party organization to place the candidates in their real order of favour, in order that the electors may accept the list. For if an unpopular candidate were placed at the head of the list few would accept it.

The first election under this system has just taken place, and the result was, as expected, to reduce the Clerical representation considerably.

In all the above variations of the Free List system the distribution of seats is effected by dividing the aggregate votes polled by each party by a unit of representation, but three different methods of determining this unit are in use. The first is obtained by simply dividing the total number of votes by the number of seats.

The objection to this unit is that when there are several parties, part of the seats only can be allotted on full units, and the rest have to be allotted to those parties which have the highest remainders or fractions of a unit, and this unduly favours small parties, who do not poll even a single unit. The rule to divide the total votes by the number of seats increased by one, which was first proposed by Mr. H.R. Droop, reduces slightly the number of seats allotted on remainders, and was adopted by the canton of Soluthern in 1895. In Belgium a third plan, devised by Professor D'Hondt, of Brussels, is used, which is designed to prevent any seats being allotted on remainders. This unit is evidently smaller than either of the others, and is to be found by trial. It is only necessary that the sum of the quotients obtained by dividing it into each of the lists shall be equal to the number of seats to be filled.

Suppose a five-seat electorate in which 6,000 votes are divided among four parties, who poll 2,500, 1,850, 900, and 750 votes respectively.

Then if we take one-fifth, or 1,200 votes, as the unit, the result would be the following:--

(1) 2,500 = 2 units of representation + 100 remainder = 2 seats.

(2) 1,850 = 1 unit of representation + 650 remainder = 1 seat.

(3) 900 = unit of representation + 900 remainder = 1 seat.

(4) 750 = unit of representation + 750 remainder = 1 seat.

If the Droop unit of one-sixth, or 1,000 votes, be used, the result will be different:--

(1) 2,500 = 2 units of representation + 500 remainder = 2 seats.

(2) 1,850 = 1 unit of representation + 850 remainder = 2 seats.

(3) 900 = unit of representation + 900 remainder = 1 seat.

(4) 750 = unit of representation + 750 remainder = seat.

By the third method any number of votes between 834 and 900 will be found to comply with Professor D'Hondt's condition, and the result would, in this instance, be the same as by the Droop method. Although the highest number was at first used, the lower limit has been adopted in the new bill.

In no case can the proportional distribution be considered satisfactory.

If the electorates are small, and the number of parties large, accurate proportional representation is quite out of the question. In Switzerland, however, the electorates are made to contain sometimes as many as 30 seats. The effect of such large electorates must be in time to encourage the formation of a great number of small factions. At the same time there is not so much incentive to split up the parties as by the Hare system.

Pa.s.sing now to the selection of party candidates, none of the methods can be said to ensure the election of those most in general favour. When electors are allowed to c.u.mulate on individual candidates, the favourites of sections within the party will be elected. If, on the other hand, they are allowed to c.u.mulate on party lists, all votes thus given are ineffective in the selection of the successful candidates. It may be noted that although the nomination of candidates in lists by party organizations is less in accordance with the practice of British countries than the individual candidature of the Hare system, there is nothing to prevent one candidate being nominated to stand in the place of a party.

A word of warning must be added as to the danger of holding up Belgium and Switzerland as examples of true electoral justice to Australia. The direct government of the people which Switzerland has adopted bears not the slightest resemblance to the representative inst.i.tutions of British countries. Both the referendum and proportional delegation are suited to direct government and are destructive to party responsible government.

The Swiss adopted the referendum to save themselves from the lobbying and plutocratic character of their legislatures. The initiative and proportional delegation have followed because they are complementary reforms. The consequence is that the legislators have been degraded to mere agents for drawing up measures, and leadership has been transferred to the press. It is the peculiar conditions of Switzerland which enable it to tolerate unrestrained majority rule. It is a small country, surrounded by powerful neighbours, whose strength lies in its weakness.

Moreover, the people are very conservative. In Zurich, for instance, which is largely devoted to manufactures, a proposal to limit the hours of work in factories to twelve hours a day was rejected by the people.

Nor is direct government proving a success; the tyranny of the majority is already apparent. The first federal initiative demanded a measure to prevent the slaughter of animals by bleeding, designed to interfere with the religious rites of the Jews. Despite the fact that it was opposed by the Federal Council, as contrary to the right of religious liberty guaranteed by the Const.i.tution, it was carried by the referendum. Belgium, again, can hardly be taken as a model of const.i.tutional liberty. Surely we in Australia do not want the factious strife of religious, racial, and cla.s.s sections, which so nearly brought on a revolution last year. Yet this is exactly what proportional delegation to sections would bring about. Belgium has a hard task to reconcile two races so differently const.i.tuted as the Walloons and Flemings, and has been able to avoid instability of the ministry so far only because the Clerical party, which is mostly Flemish, still has a majority. The new system has only consecrated the sectional principle, and will do nothing to restore harmony.

CHAPTER VIII.

PREFERENTIAL VOTING, THE BLOCK VOTE, ETC.

+Preferential Voting.+--Laplace, the great mathematician, to whom we owe so much of the theory of probability, showed more than a century ago that although individual electors may have very different views as to the relative merits of a number of candidates for any office, still the expression of the degree of favour in which the candidates are held by the whole body of electors will be the same if each elector be a.s.sumed to have a uniform gradation of preference. Suppose that there are ten candidates, and it is required to place them in order of general favour.

Each elector should be required to place the whole ten in the order of his preference, 1, 2, 3, &c. Let the maximum degree of merit be denoted by ten marks, so that every first preference will count as ten marks.

Then, although an individual elector might be disposed to give his second preference only five marks, and the rest of his preferences, say, two marks, Laplace demonstrated that it is most probable that the total result would be the same if each elector be a.s.sumed to give his second preference nine marks, his third preference eight marks, and so on.

Therefore, if all first preferences be multiplied by ten, second preferences by nine, and so on in regular order down to last preferences multiplied by one, the total number of marks will be an index of the order in general favour. If there is one office to be filled, the candidate with the highest number of marks should be elected; if there are two offices, the two highest candidates, and so on.

But the a.s.sumed condition must be rigidly complied with; each elector must express his honest preferences. Whether he will do so or not depends upon the circ.u.mstances. Laplace recognized this element of human nature, and declared that if electors are swayed by other considerations independent of the merit of the candidates the system would not apply.

For instance, if the candidates are the nominees of a number of independent sections, each of which is anxious only to secure the return of its own candidate, and to defeat those who stand most in his way, the tendency will be general to place the more popular candidates, those whose success is most feared, at the bottom of the list, so as to give them as few marks as possible. The result would be to favour mediocre men, or even in extreme cases the most inferior.

Practically, therefore, the system is not applicable where any of the electors are personally interested in the result. If a number of judges were called on to decide the relative merits of several essays or prize designs, and the compet.i.tors' names were not known to them, the system might be used. But even in such a case a simpler method is available; for, although it may be difficult to pick out the best, it is generally easy to agree upon the worst. It is usual, then, to gradually eliminate the worst, and when the number is reduced to two to take the decision of the majority.

This process of elimination may be, however, combined with the preferential system, and the result is more accurate than if one count only be made. At the first count the candidate with the fewest marks would be eliminated and his name struck out on all the papers. All those under him on each paper would then go up one point in order of favour, and further counts would be held, eliminating the lowest candidate each time till the candidates were reduced to the number desired. This method is very complicated, and involves a great amount of trouble.

Consider now the case of a voluntary a.s.sociation of individuals, such as a club or society; and suppose that it is required to elect a president or committee. The condition is clearly that he or they should be most in general favour with all the members; and the question whether Preferential Voting is applicable will depend on how united the members are. Now, clubs are not usually, nor should they be, divided into cliques or parties; indeed, if a serious split does take place it generally results in the resignation of part of the club and the formation of a separate organization. But in a live club it is impossible to prevent slight differences of opinion; and an officer-bearer who has the interests of the club at heart must often offend small sections who want to exert undue influence. In an election for president this office-bearer would stand no chance of election if there are several candidates and any small section likes to put him at the bottom of the list, so as to give him as many bad marks as possible.

This is the weak point in Preferential Voting; any small section can ensure the rejection of a general favourite. The greater the number of candidates the smaller the minority which is able to do this; dummy candidates may therefore be introduced to make it more certain. The risk would, however, be very much lessened if the process of gradual elimination we have described were adopted.

When we come to the election of representatives to a legislature it is evident at once that Preferential Voting is not applicable at all. We have shown that the true condition required is not the return of candidates most in general favour with both parties, but the return of the candidates most in general favour with each party separately.

Preferential Voting would therefore only be applicable if the electors of each party voted separately for its own candidates; and even then it would be open to the objection we have already urged. If it were applied to the two parties voting together the electors would certainly not be influenced only by the merit of the candidates. They might record their honest preferences as regards the candidates of their own party, but they would naturally place the candidates of the opposing party in inverse order of merit. The candidates most in general favour would be those who represented neither party. Suppose there are three candidates for a single seat, two representing large parties of 49 per cent, each, and the third a small party of 2 per cent. The electors of the large parties would be more afraid of one another than of the small party, and would give their second preferences to its candidate. This candidate, representing one-fiftieth of the electors, would then actually be elected; he would receive 202 marks, and neither of the others could possibly secure more than 200. Moreover, he would still be elected if the process of elimination were adopted, since on the second count he would beat either of the other candidates separately by 51 votes to 49.

These plain facts are indisputable. What is to be thought, then, of the claim made by Professor Nanson that Preferential Voting, with the process of elimination, is the most perfect system known for single-membered electorates.

+The Block Vote.+--The Block Vote, General Ticket, or _scrutin de liste_, is in general use when there is more than one seat to be filled.

Each elector has as many votes as there are members to be elected, and the highest on the list, to the number of representatives required, are successful. Dealing first with elections to a legislative body, the system is eminently unjust to parties. A rigid control of nominations is necessary in the first place, because any party which splits up its votes spoils its chance. Each party will therefore nominate only as many candidates as there are seats, and the stronger of two parties, or the strongest of a number of parties, will elect the entire list. A minority might in the latter case secure all the representation, but the practical effect of the Block Vote is to force the electors to group themselves into two parties only. It therefore has the same beneficial effect as the single electorate of confining representation to the two main parties. This is apparently n.o.b recognized by Professor Nanson, who writes, in his pamphlet on the Hare system:--"Contrast with this the results of the Block system. With strict party voting, which has been a.s.sumed throughout, each of the five parties would put forward seven candidates. The seven seats would all be secured by Form, with 44 votes out of a total of 125, and the remaining 81, or more than two-thirds of the voters, would be wholly unrepresented." Does the Professor really think that the 81 (who, by the way, are _less_ than two-thirds) would be so foolish as not to combine and secure all the seats?