the two degrees shall be that payable under these Regulations. A student who has only paid the Inclusive fee for the Arts Degree shall not be admitted to any examination qualifying for a Degree in Science, and a student who has only paid the Inclusive fee for the Science Degree shall not be admitted to any examination qualifying for a Degree in Arts until he has paid the full amount of the instalments of the Inclusive fee for the two degrees for the year in which he enters and all preceding years of his curriculum. No student shall be allowed to graduate as M.A. and B.Sc. (either at the same period or at different periods of graduation) who has not paid at least the full amount of the Inclusive fee for these two degrees taken together. The Inclusive fee of £118, 2s. 6d. for the Degrees of M.A. and B.Sc. (Ordinary) will admit to twenty graduating courses, and the Inclusive fee of £130 for the Degrees of M.A. and B.Sc. with Honours in one or more groups will admit to twenty-two graduating courses (two half courses counting as one course; and, in cases where the subject is taught partly by lectures and partly by laboratory work, a lecture course counting as one course and a laboratory course as one course), and also to such non-graduating courses as the University Court may determine.

18. All Inclusive fees or instalments thereof shall be payable to the Secretary of the University, or to some one authorised by him or by the University Court to receive fees.

19. The student on paying an Inclusive fee or an instalment thereof shall receive an official receipt therefor in a form to be prescribed by the University Court. 20. The student shall not be entitled to attend as one of the courses covered by an Inclusive fee, any course which has not been approved by the Adviser of Studies as a suitable course for the curriculum he has chosen to pursue.

21. A student who has paid the instalments fallen due of the Inclusive fee for the curriculum he has chosen to pursue or the normal fees of individual classes, will obtain from the Secretary of the University a class card, on which the classes he is entitled to attend for the academical year or term then ensuing or current shall be marked and initialled by the Secretary of the

University or his authorised substitute, and by the Adviser of Studies. No student shall be entitled to attend a class unless it is so marked and initialled on his class card.

22. No student shall receive a class card for

any academical year or term unless he has at the same time or previously paid the Matriculation fee for the academical year (£2, 2s.), or the reduced Matriculation fee due for a Whitsunday term taken alone (£1, 1s.), as the case may be, and has received a Matriculation card. 23. No student shall receive a Matriculation card unless he has paid the instalment of the Inclusive fee for the year to which such Matriculation card applies, or has paid the normal fee for at least one individual class. 24. Students who have resolved to attend a class as part of the curriculum covered by the Inclusive fee must be regular in their attendance upon the meetings of the class, and must duly perform the work of the class. If they fail to receive a certificate from the Professor or Lecturer that they have fulfilled these requirements, the course will nevertheless be counted as one of those covered by the Inclusive fee, and a second attendance shall count as another such course. A student who has begun to attend a course shall not be entitled to withdraw from it at any time later than twenty-one days after the opening of the term; and if he wishes to withdraw within twenty-one days from the opening of the term, he must obtain the consent of the Professor or Lecturer.

25. Every student shall, on being required to do so, be bound to exhibit to the Professor or Lecturer conducting any class he is attending, a class card marked and initialled by the Secretary or his authorised substitute, and by the Adviser of Studies, showing that he is entitled to attend such class.

NOTE.-Students who begin their course at the University of St Andrews and complete it at another University are entitled to deductions from the Inclusive fee payable to the latter University, on the same conditions as those mentioned in paragraph 15.

INCLUSIVE FEES FOR COMBINED COURSES.

In addition to the fees mentioned in the foregoing Regulations, the following fees for combined Courses have been fixed by the University Court, but may be altered, after consultation

with the Courts of the other Scottish Universities. Meanwhile they do not apply to students who follow out their courses of study partly in one Scottish University and partly in another :1. Inclusive fee for the Degrees of B.Sc. (Ordinary or Honours), and M.B., Ch. B. taken together-Two hundred and twenty pounds (£220), payable in six annual instalments of £36, 13s. 4d. each, admitting to fifty-two graduating courses. 2. Inclusive fee for the Degrees of M.A., B.Sc. (Ordinary or Honours), and M.B., Ch.B. taken together-Two hundred and thirty-five pounds ten shillings (£235, 10s.), payable in six annual instalments of thirty-nine pounds five shillings (£39, 58.) each, admitting to fifty-five graduating

courses.

NON-GRADUATING COURSES.

The University Court have determined that the following shall be non-graduating Courses which a student who has paid an Inclusive Fee in the Faculty of Science shall be entitled to attend-viz.: Junior Greek, Junior German.

Students who have paid Inclusive Fees for the following combined Courses, viz.: (a) M.A. and B.Sc., or (b) M.A., B.Sc., and M.B., Ch.B., may attend Introductory Hebrew as a non-graduating Course.

(THE SYLLABUS OF COURSES HEREINAFTER DESCRIBED APPLIES TO THE ORDINANCE No. 12 (GENERAL No. 7), AND MAY BE

MODIFIED TO MEET THE ALTERED CIRCUMSTANCES WHICH
WILL ARISE WHEN THE ORDINANCE No. 15, APPROVED
BY HIS MAJESTY IN COUNCIL, TAKES EFFECT.)

PURE SCIENCE.

MATHEMATICS.

ST ANDREWS.

Professor Turnbull and Mr W. Saddler.

The Mathematical Classes during the coming Session will be as follows:

I. GENERAL CLASS.

This class will meet at noon daily during the Martinmas and Candlemas Terms, and also at least twice a-week for tutorial work, and at least thrice weekly during the Whitsunday term. The work will follow the lines of that prescribed for the General Examination in Arts (p. 180) and First Science Examination (p. 271).

Text-books.-C. Smith's Treatise on Algebra; Loney's Trigonometry, Part I.; Durrell's Plane Geometry for Advanced Students, Part I.; Calculus made Easy (Macmillan).

II. SPECIAL CLASS.

This class, intended primarily for first-year Honours students, will meet one hour daily for five days in the week during the Martinmas and Candlemas terms, and at least twice a-week during the Whitsunday term, with additional tutorial classes as may be arranged. The work will follow the lines of that prescribed for the Special Examination in Arts (p. 186) and the Second B.Sc. New Regulations (p. 273). Text-books.-C. Smith's or Davison's Treatise on Algebra; Loney's Trigonometry, I. and II., or Hobson's Trigonometry; C. Smith's Analytical Geometry; Carey's Calculus.

III. JUNIOR HONOURS CLASS.

This class will meet four times a-week during the Martinmas and Candlemas terms, and at least two days a-week during the Whitsunday term, with additional tutorial classes as may be arranged. The work will follow that prescribed for the Honours Degree Examinations. Attendance in_this class is necessary for those who take the Degree in Pure Science as a Final Subject.

Text-books.-Carey's or Lamb's Calculus; Bell's Co-ordinate Geometry of Three Dimensions; Piaggio's Differential Equations.

IV. SENIOR HONOURS CLASS.

This class will meet at least three times a-week during the Session. The subjects for study are Differential Equations and Solid Geometry together with one or more of the optional subjects indicated in the syllabus of the Honours Examination in Arts (p. 194) or Science (p. 277).

V. HIGHER CLASSES IN PURE MATHEMATICS.

It is proposed to offer short courses of lectures for advanced students and others, at the discretion of the Professor, in such subjects as

1. Invariants. 2. The Mathematical foundation of the Relativity theory. 3. History of Mathematics.

VI. APPLIED MATHEMATICS.

Mr W. Saddler.

The Course will extend over two years, and will consist of about 70 Lectures each year on Dynamics and Statics, three hours per week.

First Year's Course-(a) Statics; (b) Dynamics of a Particle; (c) The Elements of Rigid Dynamics.

Second Year's Course-(a) Rigid Dynamics; (b) The Theory of Attraction and Potential; (c) Either Hydrodynamics or the Mathematical Theory of Electricity.

Text-books. Loney, Dynamics of a Particle and of Rigid Bodies; Routh, Analytical Statics, vol. i., or Loney, Statics. (Besant and Ramsey, Dynamics; Routh, Elementary Rigid Dynamics; Minchin, Statics, vol. i.)