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Project Gutenberg's Encyclopedia, vol. 1 ( A - Andropha

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ancient English manors for the assize of ale and ale-measures.  
The gustatores cervisiae--called in different localities 
by the different names ``ale-tasters,'' ``ale-founders,'' and 
``ale- conners''--were sworn to examine beer and ale, to take 
care that they were good and wholesome and were sold at proper 
prices.  In London four ale-conners, whose duty it is to examine 
the measures used by beer and liquor sellers to guard against 
fraud, are still chosen annually by the liverymen in common 
hall assembled on Midsummer Day. Since ale and beer have become 
excisable commodities the custom of appointing ale-tasters has 
in most places fallen into disuse. (See also ADULTERATION.) 

ALECSANDRI, or ALEXANDRI, VASILE (1821-1890), Rumanian 
lyric poet, was born at Bacau in Moldavia on the 21st of July 
1821.  His father was the Spatar Alecsandri, of Jewish and 
Italian origin, who had settled in Moldavia in the 18th 
century.  Vasile was educated first in Jassy and afterwards 
(1834-1839) in Paris.  In 1839 he started on a long journey 
through the Carpathian Mountains, and was the first to 
collect Rumanian popular songs, no doubt influenced by Western 
examples.  He first published his collection in 1844.  His 
Doine si Lacrimioare, lyrical poems, appeared at Paris in 
1852, and in 1852-1853 he produced at Jassy a fuller collection 
of popular ballads and songs.  He then adapted some French plays 
for the newly founded Rumanian theatre, and wrote some original 
pieces.  His connexion with the revolutionary movement of 
1848 compelled him to seek shelter in the west of Europe, 
and he visited England. where a beautifully illuminated 
edition of his poems was printed in the original Rumanian 
language.  In 1867 he published some fugitive pieces, written 
in a lighter vein, and entitled Pastele; these were followed 
in 1871 by the Legende of similar character.  More serious 
are his dramatic writings which began with Despot Voda and 
culminated in Ovid. In later life Alecsandri took an active 
part in politics; he became minister for foreign affairs from 
1859 to 1860, and in 1885 was appointed Rumanian minister in 
Paris.  He died on the 26th of August 1890 at his country seat, 
Mircesti.  His best title to fame consists in the fact that 
he gave the first impetus to the collection of Rumanian popular 
songs and first drew attention to their inimitable charm. 

See L. Sainsanu, Autorii Romani moderni (1891), pp. 
90 and 318. A complete edition of Alecsandri's writings in 
nine volumes was published at Bucharest in 1875 seq. (M. G.) 

ALEMAN, LOUIS (c. 1390-1450), French cardinal, was born 
of a noble family at the castle of Arbent near Bugey about the 
year 1390.  He was successively bishop of Maguelonne (1418), 
archbishop of Arles (1423) and cardinal priest of St Cecilia 
(1426).  He was a prominent member of the council of Basel, 
and, together with Cardinal Julian, led the party which 
maintained the supremacy of general councils over the pope's 
authority.  In 1440 Aleman obtained the support of the emperor 
Sigismund and of the duke of Milan to his views, and proclaiming 
the deposition of Pope Eugenius IV., placed the tiara upon 
the head of Amadeus VIII., duke of Savoy (henceforward known 
as antipope Felix V.). Eugenius retorted by.excommunicating 
the antipope and depriving Aleman of all his ecclesiastical 
dignities.  In order to make an end of the schism, Felix V. 
finally abdicated on Aleman's advice, and Nicholas V., who had 
succeeded in 1447, restored the cardinal to all his honours 
and employed him as legate to Germany in 1449.  On his return 
he retired to his diocese of Arles, where he devoted himself 
zealously to the instruction of his people.  He died on the 16th 
of September 1450, and was beatified by Pope Clement VII. in 1527. 

See U. Chevalier, Repert. des sources hist. (Paris, 1905), p. 130. 

ALEMAN, MATEO (1547-1609?), Spanish novelist and man of 
letters, was born at Seville in 1547.  He graduated at Seville 
University in 1564, studied later at Salamanca and Alcala, 
and from 1571 to 1588 held a post in the treasury; in 1594 he 
was arrested on suspicion of malversation, but was speedily 
released.  In 1599 he published the first part of Guzman de 
Alfarache, a celebrated picaresque novel which passed through 
not less than sixteen editions in five years; a spurious sequel 
was issued in 1602, but the authentic continuation did not 
appear till 1604.  In 1608 Aleman emigrated to America, and 
is said to have carried on business as a printer in Mexico; 
his Ortografia castellana (1609), published in that city, 
contains ingenious and practical proposals for the reform 
of Spanish spelling.  Nothing is recorded of Aleman after 
1609, but it is sometimes asserted that he was still living in 
1617.  He married, unhappily, Catalina de Espinosa in 1571, 
and was constantly in money difficulties, being imprisoned 
for debt at Seville at the end of 1602.  He is the author 
of a life (1604) of St Antony of Padua, and versions of 
two odes of Horace bear witness to his taste and metrical 
accomplishment.  His chief title to remembrance, however, 
is Guzman de Alfarache, which was translated into French 
in 1600, into English in 1623 and into Latin in 1623. 

See J. Hazanas y la Rua, Discursos leidos en la Real 
Academia Sevillana de Buenas letras el 25 de mar zo 
de 1892 (Sevilla, 1892); J. Gestoso y Perez, Nuevos 
datos para`ilustrar las biografias del Maestro Juan de 
Malara y de Mateo Aleman (Sevilla, 1896). (J. F.-K.) 

ALEMBERT, DEAN LE ROND D' (1717-1783), French mathematician 
and philosopher, was born at Paris in November 1717.  He was a 
foundling, having been exposed near the church of St Jean le 
Rond, Paris, where he was discovered on the 17th of November.  
It afterwards became known that he was the illegitimate son of 
the chevalier Destouches and Madame de Tencin.  The infant was 
entrusted to the wife of a glazier named Rousseau who lived close 
by.  He was called Jean le Rond from the church near which he 
was found; the surname Alembert was added by himself at a later 
period.  His father, without disclosing himself, having settled 
an annuity on him, he was sent at four years of age to a 
boarding-school.  In 1730 he entered the Mazarin College 
under the Jansenists, who soon perceived his exceptional 
talent, and, prompted perhaps by a commentary on the Epistle 
to the Romans which he produced in the first year of his 
philosophical course, sought to direct it to theology.  His 
knowledge of the higher mathematics was acquired by his own 
unaided efforts after he had left the college.  This fact 
naturally led to his crediting himself with many discoveries 
which he afterwards found had been already established, 
often by more direct and elegant processes than his own. 

On leaving college he returned to the house of his foster-mother, 
where he continued to live for thirty years.  Having studied law, 
he was admitted as an advocate in 1738, but did not enter upon 
practice.  He next devoted himself to medicine, but his natural 
inclination proved too strong for him, and within a year he 
resolved to give his whole time to mathematics.  In 1741 he 
received his first public distinction in being admitted a 
member of the Academy of Sciences, to which he had previously 
presented several papers, including a Memoire sur le calcul 
integral (1739).  In his Memoire sur le refraction des 
corps solides (1741) he was the first to give a theoretical 
explanation of the phenomenon which is witnessed when a body 
passes from one fluid to another more dense in a direction 
not perpendicular to the surface which separates the two 
fluids.  In 1743 he published his Traite de dynamique, 
a work famous as developing the mechanical principle, known 
as ``Alembert's Principle,'' first enunciated in 1742 (see 
MECHANICS.) In 1744 Alembert applied this principle to the 
theory of the equilibrium and the motion of fluids (Traite 
de l'equilibre et du mouvement des fluides), and all the 
problems before solved by geometricians became in some measure 
its corollaries.  This discovery was followed by that of the 
calculus of partial differences, the first trials of which 
were published in his Reflexion sur la cause generale 
des vents (1747).  This work was crowned by the Academy of 
Berlin, and was dedicated to Frederick the Great, who made 
several unsuccessful attempts to induce him to settle in 
Berlin.  In 1763 he visited Berlin, and on that occasion 
finally refused the office of president of the Academy of 
Berlin, which had been already offered to him more than 
once.  In 1747 he applied his new calculus to the problem 
of vibrating chords, the solution of which, as well as the 
theory of the oscillation of the air and the propagation of 
sound, had been given but incompletely by the geometricians 
who preceded him.  In 1749 he furnished a method of applying 
his principles to the motion of any body of a given figure; 
and in 1754 he solved the problem of the precession of the 
equinoxes, determined its quantity and explained the phenomenon 
of the nutation of the earth's axis.  In 1752 he published 
an Essai d'une nouvelle theorie sur la resistance des 
fluides, which contains a large number of original ideas 
and new observations.  In 1746 and 1748 he published in the 
Memoirs of the Academy of Berlin ``Recherches sur le calcul 
integral,'' a branch of mathematical science which is greatly 
indebted to him.  In his Recherches sur differents points 
importants du systeme du monde (1754-1756) he perfected the 
solution of the problem of the perturbations of the planets, 
which he had presented to the academy some years before. 

Alembert's association with Diderot in the preparation 
of the Dictionnaire Encyclopedique led him to take a 
someuhat wider range than that to which he had previously 
confined himself.  He wrote for that work the Discours 
preliminaire on the rise, progress and affinities of the 
various sciences, which he read to the French Academy on 
the day of his admission as a member, the 18th of December 
1754.  He also wrote several literary articles for the first 
two volumes of the Encyclopaedia, and to the remaining volumes 
he contributed mathematical articles chiefly.  One of the 
few exceptions was the article on ``Geneva,'' which involved 
him in a somewhat keen controversy in regard to Calvinism 
and the suppression of theatrical performances within the 
town.  During the time he was engaged on the Encyclopaedia 
he wrote a number of literary and philosophical works which 
extended his reputation and also exposed him to criticism and 
controversy, as in the case of his Melanges de Philosophie, 
d'Histoire, et de Litterature. His Essai sur la societe 
des gens de lettres avec les grands was a worthy vindication 
of the independence of literary men, and a thorough exposure 
of the evils of the system of patronage.  He broke new ground 
and showed great skill as a translator in his Traduction 
de quelques morceaux choisis de Tacite. One of his most 
important works was the Elements de Philosophie published in 
1759, in which he discussed the principles and methods of the 
different sciences.  He maintained that the laws of motion were 
necessary, not contingent.  A treatise, Sur la destruction 
des Jesuites (1765), involved him in a fresh controversy, 
his own share in which was rendered very easy by the violence 
and extravagance of his adversaries.  The list of his more 
noteworthy literary works is completed by the mention of the 
Histoire des membres de l'Academie francaise, containing 
biographical notices of all the members of the Academy who 
died between 1700 and 1772, the year in which he himself became 
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