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39 FACULTY OF ARTS.

Compulsory Entrance Subjects.—There are none; any mat- riculated student may proceed to an Arts course.

Bachelor of Arts (B.A.).-

(1) Ordinary Degree. — To qualify for this degree t ten subjects must be passed from the following four groups, and of these at least one must he taken from each of the groups 2, 3, and 4, in accordance with the gradation $ set out, and one must be

a

language other than English.*

Group 1 (Language and

Literature).

Group 2 (History and Political

Science).

Comparative Philology.

English A (1) ; B, C (2 or 3).

French I., II., III.

German I. II., III.

Greek I., I,atin I., II., III.

Ancient History (1 or 2) Australasian History (2 or 3) British History, A, B (1 or 2) British History, C, D (2 or 3) Economics I. (1 or 2)

European History, A, B, C (2 or 3)

Modern Political Institutions (2 or 3)

Group 3 (Philosophy and Pure Mathematics).

Group 4 (Science and Mixed

Mathematics).

Advanced Ethics (2 or 3) Advanced Logic (2 or 3) History of Philosophy (2 or 3) Metaphysics (3)

Pure Mathematics I., II., III.

§ Pure Mathematics (Principles) Psychology, Logic, and Ethics

(I) Sociology (2 or 3)

*Botany I.

*Chemistry I.

*Geology I.

Mixed Mathematics I., II., III.

*Natural Philosophy I.

*Zoology 1.

*Laboratory work is required in each of these.

tIf Greek II. is taken this becomes nine, a Group 2 subject being remitted.

The numbers in brackets following the subjects in groups 2 and 3 indicate the order of the years of the course in which the subjects may be taken.

•Or English for a candidate whose native language is other than English.

Wray replace Pure Mathematics III. if taken after passing in Pu , Mathematics II.

(2)

40

FACULTY OF ARTS.

TABLE OF PRE-REQUISITES.

The subjects must be passed in accordance with the fol- lowing table of pre-requisites:—

Subject. Pre-requisite.

Advanced Ethics ..

Advanced Logic ..

Australasian History European History A European History B European History C History of Philosophy Modern Political Institutions Sociology

( Two subjects at least, including Psychology T,ogic, and Ethics

Two subjects at least in the course

Metaphysics Two subjects at least, including History of Philosophy

Part II. of any subject .. Part I. of that subject Part III. of any subject Part II. of that subject Pure Matherna tics(Principles), Pure Mathematics Part I.

Note.—No

candidate can obtain credit for both British History A and B, or for both British History C and ll, or for both European History B and C.

The subjects must include two *Majors and one *Sub- Major, or one Major and three Sub-Majors.

Attendance at lectures (which are given in all the sub- jects listed) , is not compulsory, but the standard de- manded in the Examinations is generally such as to re- quire it.

Credit for more than four subjects may not be gaine d' at any one Examination.

'A major subject consists of (a) the three parts of any sub- ject in which there are three parts, (b) any three subjects o Group 2, or (c) any three of the Philosophy subjects of Grou 3 ; all of which must be passed in three separate years accordance with the gradation set out in the table of subjects.

A sub-major subject consists of two parts of a major su ject; passed In two separate years in accordance with th gradation set out in the table of subjects.

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Relation of subject to course.

Subject.

First Year—

British History A English A French L

Psychology Logic, and Ethics

Second Year—

English B Economics I.

French II.

Third Year—

Botany L English C

Modern Political Institu- tions

First part of second major & subject from Group 2 First part of first major

First part of sub-major and Language other than English

Subject from Group 3

Second part of first major Second part of second majo1 Second part of sub-major Subject from Group 4 Third part of first major Third part of second major

FACULTY OF ARTS.

41

The course must extend over at least three years, but subject to the foregoing requirements the subjects may be taken at any time and in any order.

A Candidate is deemed to be pursuing his first year until he has received credit for at least two subjects of his course, and thereafter to be pursuing his second year until be has received credit for six subjects of his course.

SPECIMEN COURSE.

The following specimen course is arranged to show how the various requirements of the course may be met.

FEES PAYABLE.

Matriculation Fee

For any subject of Lectures

For Part I. of any Science subject other than

£2 7

2 0 7 0 Pure or Mixed Mathematics . . 9 9 0 Supplementary Examination Fee 1 1 0

Annual Sports Fee 1 10 0

Annual Club House Fee—

(a) Non-Collegiate Students 1 1 0 (b) Collegiate Students 0 10 6

For the degree 10 11) 0

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42

FACULTY OF ARTS.

Bachelor of Arts (BA.).—

(2) Honours Degree.--Eight subjects must be taken in the course for this degree, some at the Honour standard and some at the Pass standard. The course must extend over at least three years. Lectures are not compulsory, but the Essay and other special work demanded is such as to make it practically impossible to undertake an Honours course apart from attendance at the University.

There is a Final Examination at the end of the course, admission to which requires that a place in the Class Lists must have been obtained in such of the subjects of the course as the details of subjects prescribe, and that all additional subjects required in the course must have been passed at least twelve months prior to the date of the Final Examination.

The required *subjects are arranged in either Honours Schools or Combined Courses, which are as follow:—

For the standard at which the subjects of the approved Combined Courses, as set out, are to be taken, and the Examinations in connection therewith, refer to the requirements of the preceding Honour Schools.

Other combined Courses may be approved by the Faculty. Students proposing such are required to submit details of the same on a special application form, obtain- able from the University Office, for the Faculty's approval before proceeding therewith.

FEES PAYABLE.

The fees are the same as for the ordinary degree except that in the Final Year the total fees must be brought up to Seventy guineas (£73 10 0).

If a Part I. Science subject is taken (except Pure or Mixed Mathematics) an additional fee of £2 2 0 is payable, or £5 5 0 if Natural Philosophy II. is taken.

•They are the same as for the Ordinary degree together with the following :—French Language and Philology, English Lan- guage I., II., III., English Literature I., II., III., Old and Middle High German, Germanic Philology.

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FACULTY OF ARTS.

43 (3) Master of Arts (M.A.) .—Candidates must be Bachelors of Arts of at least one year's standing, and Milt pass an examination in one of the following five 'Schools:—A. Classical Philology; B. History and Politi- cal Science; C. Philosophy; D, Mathematics; E. Modern Languages and Literature; or must have been classed at the Final Examination for the Bachelor's degree with 1st or 2nd Class Honours. Before being admitted to the degree, candidates who have qualified in either of the above ways must be Bachelors of at least two years' standing.

FEES PAYABLE.

Fees payable are as follows:—If the M.A. examination is taken the fee for examination is £3 3 0, and a further

£9 9 0 is payable for the degree. If the candidate pro- ceeds by qualifying at the Final Examination for the Bachelor's Degree with Honours the fee for the degree is

£12 12 0.

(4) Doctor of Letters (Litt.D.).—Candidates must be Bachelor of Arts who are of not less than seven years' standing since they became entitled to the Bachelor's degree, or graduates who have held some other degree for at least seven years. They must be already distinguished by published contributions to learning, and must submit, printed in whole or in part, a work containing an original and substantial contribution to some branch of letters, which may be accompanied by other printed and published work by the candidate, and the total of such work shall be considered by the examiners. Any work submitted for the degree must be satisfactory as regards literary presenta- tion.

FEES PAYABLE.

On presentation of Thesis £10 10 0 Additional for the Degree 10 10 0

• These are akin to the Honour Schools for the Bachelor's degree. Full details are given in the University Calendar.

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Honours

Examinations at which taken.

Annual of First Year

Annual of Second Year

Decenioer and March Final

Subject.

First Year—

Additional Subject Greek

I.

Latin I.

Second Year—

• Comparative Phil- ology

Greek II.

Latin II.

Standard

at

which taken.

}Pass or Honour[

I

- Honours

Third Year—

•Comparative Phil.

ology Greek III.

Latin III.

4 4 FACULTY OF ARTS.

HONOURS DEGREE.

The following tables show the order of subjects proper to the Honour Schools, and approved combined courses for the Honours Degree. The Examinations to be taken are also indicated:—

A.—SCHOOL OF CLASSICAL PHILOLOGY.

-Lectures in alternate years ; the subject accordingly is taken in one year or the other.

B.—SCHOOL OF HISTORY AND POLITICAL SCIENCE.

Honours Annual of First Year and Final Pass or Honours Annual of First Year First Year—

Ancient History British History B Language

Note : Language

in

this and the following schools and com- bined courses means--a language other than English.

(7)

Subject.

First Year—

Additional Subject

§German I.

Psychology Logic and Ethics

Standard at which taken.

1 Pass or Honour Honours

Examinations at which taken.

Annual of First Year

Second Year—

• Advanced Ethics History of Philo-

sophy Third Year—

•Advanced Logic Metaphysics 1 ociokogy -

J Annual of Second Year and Final

March Finalt only } Honours

Honours

FACULTY OF ARTS.

45

Subject. Standard at Examinations at which taken. which taken.

Second Year—

British History D Economics i.

European His- tory B Third Year—

Australasian His- tory

Modern Political Institutions

}Honours

Honours

Annual of Second Year and Final

Annual of Third Year and Final

December Final only

C.—SCHOOL OF PHILOSOPHY.

'These subjects are interchangeable in respect of the years in which taken.

tThis also includes a paper in Psychology. See details of subjects.

;Or some other Language, other than English.

May be taken in the second year.

(8)

46

FACULTY OF ARTS.

D.—SCHOOL OF MATHEMATICS.

Subject. Standard at Examinations at which taken. which taken.

Ì

Pass or Honours Honours

Pass or Honours Honours

Annual of First Year Annual of First Year

and Final

Annual of Second Year Annual of Second

Year and Final First Year—

•Additional Subject French and Ger-

man A

Mixed Mathematics Pure Mathematics

I.

I.

Second Year—

Additional Subject.

French and Ger- man B

Mixed Mathematics II.

Pure Mathematics

II.

Third Year—

Mixed Mathematics III.

Pure Mathematics III.

}Honours I March Final only May be Natural Philosophy E. and II., respectively.

E.—SCHOOL OF ENGLISH.

First Year—

Additional Subject English Language I.

English Literature I.

*Language

Second Year—

English Language II.

English Literature

II

Third Year—

English Language III.

English Literature III.

Pass or Honours

I

Honours

Pass or Honours

èi

Honours

Honours

Annual of First Year

Annual of Second Year

December and March Final

*Preferably French or Latin.

(9)

I Standard at Examinations at which taken. which taken.

Subject.

First Year— i

French L --

Latin I. Honours

Additional Subject Pass or Honours Annual of First Year Second Year—

French II.

Additional Subject Honours

Pass or Honours k Annual of Second i Year

Third Year—

French III.

French Language and Philology

Pass Honours

Annual of Third Year and March Final

December Final only

FACULTY OF ARTS.

47 F.—SCHOOL OF FRENCH LANGUAGE AND LITERATURE.

Two of these must be Parts I. and II. of a subject, unless Latin II. is taken.

G.—SCHOOL OF GERMANIC LANGUAGES.

First Year—

'Additional subject English Literature I.

German L

Pass or Honours

}

Honour }Annual of First Year Second Year—

*Additional subject English Language I.

German IL

Pass or Honours Pass

Honours Ìf Annual of Second Year Third Year—

German III. Pass

Old acid Middle 'Ugh

German and Ger- Honours manic Philology.

Annual of Third Year and March Final March Final only-

*It is recommended that one of these should be Greek I. or Latin I.

(10)

4 6 FACULTY OF ARTS.

COMBINED COURSES.

I.—LATIN AND FRENCH.

First Year. Second Year. I Third Year.

Additional subject French I.

Latin I.

Additional subject French II.

Latin II.

French III.

Latin III.

II.—HISTORY AND ENGLISH.

British History B English Literature I.

Language

British History D English Language I.

English Literature II.

English Literature Ij European History

III.—MATHEMATICS AND PHILOSOPHY.

Language

Psychology Logic and Ethics Pure Mathematics I.

Advanced Logic•

History of Philo- sophy

Pure Mathematics IL

Metaphysics Pure Mathemati

III.

NOTE.—In this course Mixed Mathematics may be substi.

tuted for Pure Mathematics, or one of these may be combine!

with Natural Philosophy in an approved grouping.

• May be taken in the Third Year.

IV.—FRENCH AND GERMAN.

French III.

German III.

Additional subject French I.

German I.

Additional subject French II.

German II.

(11)

FACULTY OF ARTS.

49

V.—GREEK AND ENGLISH.

ditional subject glish Literature 1.

eek I.

English Language I. English Literature III.

English Literature II. Greek III.

Greek II.

VI.—HISTORY AND PHILOSOPHY.

First Year. Second Year. Third Year.

itish History B Advanced Ethics or Advanced Ethics or

nguage History of Philoso- History of Phi.

ychology Logic phy losophy

and Ethics British History D European History Sociology

VII.—HISTORY AND FRENCH.

dditional subject Iritish History B 'ranch I.

Additional subject British History D French D.

French III.

European History

VIII.—HISTORY AND GERMAN.

Í

!dditional subject itish History B rman I.

Additional subject British History D German II.

European History German III.

IX.—LATIN AND PURE MATHEMATICS.

ditional subject Additional subject Latin III.

re Mathematics I. Latin II. Pure Mathematics

attn I. Pure Mathematics

III.

I II.

(12)

50

FACULTY OF ARTS.

X.—MATHEMATICS AND ENGLISH.

English Literature I.

Language

Pure Mathematics I.

English Language I. English Literature T English Literature IT Pure Mathemat Pure Mathematics III.

II.

•Count together as one subject.

XI.—ENGLISH AND PHILOSOPHY.

Second Year.

'Advanced Ethics•

English Language I.

English Literature II

Third Year.

Advancod Ethics*

English Literature I Sociology.

First Year.

English Literature I.

Language

Psychology Logic and Ethics

NOTE.—History of Philosophy may be substituted for Sociology in this course.

•Lectures in this subject are given only in alternate years.

It may therefore be taken in either the second or third year of the course.

XII.

—PHILOSOPHY AND GERMAN.

Additional subject German I.

Psychology Logic and Ethics

German II.

History of Philo- sophy

German III.

Metaphysics Middle High Germa

and Philology*

•The Lectures in this subject are included in German In., but the examination is separate, being part of the Final.

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FACULTY OF ARTS. 51

XIII.—LATIN AND ENGLISH (A) .

First Year. • Second Year. Third Year.

ditíonal eabject lish Literature I.

tin 1.

English Language I.

English Literature II.

Latin II.

English Literature III.

Latin III.

*Count together as one subject.

ENGLISH AND LATIN (B).

ditional subject glish Language I.

in I.

English Language I.

English Literature II.

(b) and (c).

Latin II.

English Language II.

English Literature III.

(b) and (o) Latin III.

XIV.—ENGLISH AND FRENCH.

ddltional subject English Language I. English Literature III.

glish Literature I. English Literature II. French III.

ench I. French II.

r 2VOTE.

Country Students taking French should communi- cate with the Lecturer in French (Mr. Chisholm) at the be- ginning of the Academic year.

1

ESSAYS.

Students taking English and certain of the History

subjects are required to submit essays during the year.

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Subject. Value. Title.

Advanced Ethics or Advanced Logic

Australasian History - - Australasian History or British

History D

Comparative Philology - - - - English Language II. and English

Literature II.

Hastie Gyles Turner } R. G. Wilson

2nd or 3rd Year Edward Stevens

£8/10/-

£15

£15

£15

£15

52

FACULTY OF ARTS.

EXHIBITIONS, SCHOLARSHIPS AND PRIZES IN AR COURSES OPEN TO COMPETITION.

i. Exhibitions and Prizes open to competition amongs candidates taking the subjects in the first year of the course, except Ancient History (1st or 2nd Year) .

Subject. Value. Title.

Ancient History

British History B - - - English Language I. and English

Literature I.

French I.

German I.

Greek I.

Latin I. - - - - - Mixed Mathematics I. - - Pure Mathematics I. - - - Psychology, Logic, and Ethic, -

(1st or 2nd Year) First Year John Sanderson Baillieu First Year.

H. B. Higgins John Grice First Year.

John MacFarland Hastie

£15

£15

£15

£15

£15

£16

£15

£15

£15

£15

2. Exhibitions open to competition amongst candidates) taking the subjects in any year of their course.

Subject. Value. Title.

Botany I.

Chemistry Geology I.

Natural Philosophy Zoology I.

Zoology I.

£20

£25

£20

£25

£20 Books

T. F. W. Payne The Dwight Prize

The Argus"

The Dwight Prize Georgina Sweet Baldwin Spencer

3. Exhibitions and Prizes open to competition amongst candidates taking the subjects in the second year of thei course. (Comparative Philology, 2nd or 3rd Year)

.

(15)

FACULTY OF ARTS.

EXHIBITIONS

continued

53

Subject.

r

-- —

-

uropean History A or B euch II.

erman II. .. . . Greek II.

History of Philosophy ..

Latin II.

r

~~~SSSixed Mathematics II. ..

re Mathematics II. .. .. • .

Value. Title.

£15 R. G. Wilson

£15 Mrs. W. Smith

£15

£15 Second Year

£15 Hastie

£16 Second Year

£20 DIxson

£20

Amongst the requirements relating to the award of the foregoing are that the candidate must at the examination qualify to be placed in the Class List in at least two sub- sects of his course for the degree with Honours or must obtain credit for three subjects of his course, and must be passing the examination for the first time.

4.

Prizes open to candidates in the Honour Examina- tions in the subjects indicated.

Subject. Value.

Books

£4

Title.

Alexander Sutherland nglish II.

5. Scholarships open to competition amongst dandidates taking the Final Examination.

Honour School or Subject. Value.

. Classical Philology . .. . . £60 . History and Political Science £60

. Philosophy .. £60

lD £7

. Mathematics £100

. English £60

. French Language and Literature .. £50

. Germanic Languages £60

Sociology .. £26

Title.

R. G. Wilson Dwight Hastie Laurie Dixson Dwight Dwight R. G. Wilson Dwight

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54 FACULTY OF ARTS.

6. Special Scholarships and Prizes open to competition generally.

Subject. Value. Next Award. Ti tle.

Classical and Comparative

Philology and Logic £85 Periodically Wyselaskie English Constitutional History £90 Annually Wyselaskie English Essay .. £5 Annually Bowen Prize English, French and German

Poetry .. .. .. £40 Annually H. B. Higgins

French £230 Periodically Mollison

Greek, Latin 8z English Poetry £40 Annually H. B. Higgins

Historical or Economic Re- Harbison -

search .. £100 Annually Higinbotham

Italian .. £230 Periodically Mollison Japanese .. £230 Periodically Mollison Literary Criticism .. £8 Biennially Prof essor Morris Mathematics .. £100 Periodically Wyselaskie Mathematics .. 212 Biennially Professor Nauson Mathematics .. 216 Biennially Professor Wilson Modern Languages £80 Periodically Wyselaskie Original Contribution to

Literature or Science or Art £10 Annually Dublin Prize Political Economy .. .. Medal Annually Cobden Club Medal Political Economy .. £70 Periodically Wyselaskie Shakespeare's Life, etc . £60 Periodically Shakespeare

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FACULTY OF ARTS. 55 PRESCRIBED TEXT BOOKS FOR 1928.

he titles of books printed in italics indicate that they are essential, and should be in the on of students; titles printed in black type mean that they are not so necessary students would be wise to possess them ; while the remainder, printed in ordinary type, available for consultation at either the University Library or the Public Library.

Author Title

Editor or Publisher Edition Price

79) ADVANCED ETHICS (Pass)

o Republic Dent Everyman 2/6

totle Ethics Dent Everyman 2/6

Paul

Utilitarianism Dent Everyman 2/6

r Three Sermons on Human Nature Bell English 2/6

(Ed. Matthews) Classics

is Miller The Basis of Freedom ; A Study of Kant's Aus. Assoc. 3/-

Theory P. & P.

tineau Types of Ethical Theory (2 Vols.) Oxf. Press 14/- nett sseau The Social Contract (Bks. I. and II.) Allen & Tozer 3/6

Unwin

usseau Political Writings (2 Vols.) Cam. Press Vaughan 90/- hdall Theory of Good and Evil (Bk. I.) (2 Vols.) Oxf. Press 18/-

(6) ADDITIONAL FOR HONOURS :

nt Fundamental Principles of the Metaphisic of Longmans Abbott 6/- Ethics

sanquet Some Suggestions in Ethics Macmillan 8/-

Jones A Faith that Enquires Macmillan 22/6

n Prolegomena to Ethics Oxf. Press 11/6

ey Moral Values and the Idea of God Cain. Press 2nd 19/-

to Dialogues (5 Vols.) Oxf. Press Jowett 100/-

ADVANCED LOGIC (Pass) (1930)

ou The Problem of Logic Black 19/-

ncare Science and Hypothesis Walter 6/-

Scott

All books appearing in this section—except those otherwise marked, or books "Out of t" (O.P.) or "In the Press" (I.P.)—may he purchased from Messrs. ROBERTSON MULLENS, Elizabeth Street, Melbourne, who have arranged to carry stocks for student requirements at the prices given, subject to a discount of a penny in the ng, except where marked nett. Many of them may be purchased second-hand at MELBOURNE UNIVERSITY PRESS BOOK ROOM, or orders for new copies y be left there. The prices given are necessarily subject to slight alterations.

(18)

~

56

FACULTY OF ARTS.

Editor or

Author Title Publisher Edition

Cassirer Substance and Function and Einstein's Open

Theory of Relativity Court

Secrist Introduction to Statistical Methods Macmillan Gregory Discovery, the Spirit and Service of Science Macmillan

ADDITIONAL FOR HONOURS :

Hegel Logic (translated by Wallace) Oxf. Press Bosanquet The Essentials of Logic Macmillan

Broad Scientific Thought Kegan

Paul Renouvier Essais de Critique Générale: (Vols. I. and II.) A. Colin

Paris

Bradley Principles of Logic Oxf. Press

Bergson Durée et Simultanéité Alcan

Whitehead The Concept of Nature Cam. Press Burtt The Metaphysical Foundations of Modern Kegan

Science Paul

Einstein Sidelights on the Theory of Relativity Methuen

M. Born Einstein's Theory of Relativity Methuen 1 Stace The Philosophy of Hegel Macmillan 2 Merl History of European Thought in the Nine- Black- 2 teenth Century (4 Vols.) Vol. I. wood 1

Vol. II. 1

Vol. III. 1

Vol. IV.

Einstein The Theory of Relativity Methuen Lawson

Seth Hegelianism and Personality Black-

wood (42) ANCIENT HISTORY (Pass)

Grundy History of the Greek and Roman World Methuen 27 Fowler The City State of the Greeks and Romans Macmillan

Botsford & Hellenic Civilisation Oxf. Press Sihler

Fowler Roman Life in the Age of Cicero (Social T,ife Macmillan at Rome in the Age of Cicero)

Tucker Life in Ancient Athens Macmillan H.B. 8

Series

Glover From Pericles to Philip Methuen 13

Cambridge Ancient History (9 Vols.) Cam. Press 4 ea (Note—Except Vol. V., 26/-; Vol. VI., 36 ADDITIONAL FOR COUNTRY STUDENTS :

Plutarch Lives of Noble Greeks and Romans (3 Vols.) Dent Everyman 2 e Books in this section are stocked by Messrs. ROBERTSON & MULLEN Elizabeth Street, Melbourne.

(19)

FACULTY OF ARTS.

57

Editor or

Author Title Publisher Edition Price

wlinson Herodotus (2 Vols.) Dent Everyman 2/6

each

History of Rome (4 Vols.) Dent Everyman 2,6

each

17) ADDITIONAL FOR HONOURS :

nidge Roman Public Lift Macmillan 16/-

mmsen History of Rome (4 Vols.) Dent Everyman 2;6 each

History of Greece Macmillan 13/6

tz La Civilisation Egéene Renaissance Glotz 11:6

du Livre

tz Le Travail dans la Greece Ancienne Renaissance 11, 6 du Livre

ADDITIONAL FOR FINAL EXAMINATION :

stotle Politics Oxf. Press Kenyon. 5,'-

totle Constitution of the Athenians Oxf. Press Kenyon 10;- cydides History of the Peloponnesian War Heinemann Loeb 13;6

ophon Oeconomicus Heinemann Loeb 13, 6

ophon Ways and Means (Scripta Minora) Heinemann Loeb 13, 6 n

'tus Annals Macmillan Church & 13, 6

Brodribb itus Histories (2 Vols.) Oxf. Press Fyfe 11, ï,

tus Agricola and Germany Macmillan Church & 6; 6 Brodribb mmsen Provinces of the Roman Empire (2 VoIs.) Macmillan Dickson 31 verfield & The Roman Occupation of Britain Oxf. Press 22/6

acdonald

tovtzeff Social and Economic History of the Roman Oxf. Press Du 28/- Empire (A History of the Ancient World,

Vol. II.)

64) AUSTRALASIAN HISTORY (1929)

od The Discovery of Australia Macmillan 30;-

tt Short History of Australia Oxf. Press 5,6

The Colonisation of Australia Sidgwick 16;,-

The Foundation and Settlement of South Preece 12,6 Australia

er History of the Colony of Victoria (2 Vols.) Longman 20i-

tye Western Australia : A History Oxf. Press 30/ -

rts History of Australian Land Settlement M.U.P. 21/- tman Australian Constitutional Development M.U.Y. 25/ - d History of the White Australia Policy M.U.P. 10/6

s The Long White Cloud Allen & 18/-

Unwin

olefield The Pacific : Its Past and Future Murray 22/6

ais Colonisation of New Zealand Oxf. Press 19/-

poks in this section are stocked by Messrs. ROBERTSON & MULLENS, Elizabeth Street Melbourne.

(20)

58

FACULTY OF ARTS.

Editor or

Author Title Publisher Edition P

(31) ADDITIONAL FOR HONOURS :

Keith Responsible Government in the Dominions Oxf. Press (3 Vols.)

Keith Imperial Unity and the Dominions Oxf. Press 1 Duncan Hull The British Commonwealth of Nations Methuen 1 Egerton British Colonial Policy in the XXth Century Methuen 1

(31) BRITISH HISTORY, A.

Hodgkin Political History of England (Vol. I.) Longman

Ault Life in Ancient Britain Longman

Davis England under the Normans and Angevins Methuen 1 Vickers England in the Later Middle Ages Methuen 1 Innes England and the British Empire (Vol. II.) Rivington 1 Haverfield The Romanisation of Roman Britain Oxf. Press

Trevelyan History of England, Books 2, 3, and 4 Longman (Chap. 1-5)

Henderson Select Historical Documents of the Middle Ages Bell Bohn Giraldus Itinerary and Description of Wales Dent Everyman

Cambrensis

(108) BRITISH HISTORY, B. (Pass)

Trevelyan History of England, Books 1, 2, and 3 Longman

Firth Life of Cromwell Putman

Montague Political History of England (Vol. VII.) Longman Gardiner Constitutional Documents of the Puritan Oxf. Press

Revolution

Gooch Political Thought from Bacon to Halifax Butterworth

(35) ADDITIONAL FOR HONOURS :

Tyler England in America Harpers 1

Andrews Colonial Self-Government, 1652-1689 Harpers 1 Beer Origins of the British Colonial System Macmillan 1 Beer The Old Colonial System (2 Vols.) Macmillan 1 Egerton History of British Colonial Policy Methuen 1 Egerton British Colonial Policy in the XXth Century Methuen 1 Rawlinson British Beginnings in India Oxf. Press 1 Roberts History of India (India, Part 1.) Oxf. Press 1 Hart American History told by Contemporaries Macmillan 1

(Vol. I.)

Hakluyt Voyages (S Vols.) Dent Everyman

(38) BRITISH HISTORY, C. (Pas.)

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Lovell Dreams M.U.P. 2/6

Plato The Apology Dent 2/6

(26) ADDITIONAL FOR HONOURS :

Berkeley A New Theory of Vision Open Court 4/-

Berkeley The Principles of Human Knowledge Open Court 4/- Berkeley Three Dialogues between Hylas and Philonons Open Court 4/- Johnson The Development of Berkeley's Philosophy Macmillan 11/6 Books in this section are stocked by Messrs. ROBERTSON & MULLENS, Elizabeth Street, Melbourne.

(35)

FACULTY OF ARTS.

73

Editor or

Author Title Publisher Edition Price

(10) ADDITIONAL FOR FINAL EXAMINA- TION :

es Principles of Psychology (2 Vols.) Macmillan 36/- out Analytic Psychology (2 Vols.) Allen & 30/-

Unwin

•tchell The Structure and Growth of the Mind Macmillan 16/- (Part II.)

and Psychological Principles Cans. Press 2nd 27/6 (150) PURE MATHEMATICS I. (Pass)

ood .1 First Course in the Differential and Integral Macmillan 12/6 Calculus

unt Infinitesimal Calculus Oxf. Press 16/-

ale Five Figure Tables of Mathematical Functions Arnold 6/-

, (16) ADDITIONAL FOR HONOURS :

iamb Infinitesimal Calculus (An Elementary Cam. Press 3rd 2.2/6 Course of)

ith Algebra (A Treatise on) Macmillan 11/6

'G s i

Elementary Theory of Equations Chapman 11/6

& Hall

rystal Algebra (2 Vols.) Black 19/-

each 'ttaker

nden (dwards 1rontwich

$dwards (87)

Short Course in Interpolation Practical Mathematical Analysis Differential Calculus

Infinite Series

Integral Calculus (2 Vols.)

PURE MATHEMATICS II. (Pass)

Blackie Methuen Macmillan Macmillan Macmillan

6/6 13/6 21/ - 36/- 60/- each

ney Co-ordinale Geometry Macmillan 9/6

e

ll Co-ordinate Geometry Macmillan 16/-

b Infinitesimal Calculus Cam. Press 22/6

(7) ADDITIONAL FOR HONOURS :

ell Co-ordinate Geometry Macmillan 16/-

b Infinitesimal Calculus Cam. Press 22/6

Smith Conic Sections (An Elementary Treatise) Macmillan 11/6 gio Differential Equations (An Elementary G. Bell 15/6

Treatise)

ood Advanced Calculus Macmillan 27/-

ardy Pure Mathematics Cam. Press 16/-

urkhardt- Functions of a Complex Variable Heath 16/-

■ Rasor

Books im this section are stocked by Messrs. ROBERTSON & MULLENS, Ai7abeth Street, Melbourne.

Gambar

TABLE OF PRE-REQUISITES.

Referensi

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a enrolled for that subject and entered for the annual examin- ation in it in that year; b has failed to pass in that subject at that annual examin- ation which expression includes

A year ago many people supported John Gorton for Prime Minister because they believed he had the capacity and qualities for leadership and also because they believed he would be the

NCDC's proposal, as published last year in its book "The Future Canberra", makes the Gallery part of a complex of • -t With its slack suspended cable roof and tilted arched ends,

In cases where an exemption substantially equivalent to three years of the course is granted, the course will normally be completed by passing the special Fourth and Fifth Years

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Evening Students have gained First Class Honours in English, Hebrew, French, German, Latin, Physics, Chemistry, Algebra, Geometry, Trigonometry, Calculus, British History, European

Research: In August 1964 the Professorial Board recommended to Council that the number of students in the graduate schools of the various departments should be doubled by the year