University of California publications in mathematics

Mode of access: Internet.

The guidebook of federal resources for K-12 mathematics and science /

Contains directories of federal agencies that promote mathematics and science education at elementary and secondary levels; organized in sections by agency name, national program name, and state highlights by region.

Why do we study mathematics: a philosophical and historical retrospect ...

"Address delivered before the Secondary mathematics section of the National education association, Boston, July 8, 1910."

Syllabus of mathematics: a symposium

Mode of access: Internet.

Models to illustrate the foundations of mathematics /

Mode of access: Internet.

Mathematics, from the points of view of the mathematician and of the physicist. An address delivered to the Mathematical and Physical Society of University College, London,

Cover title.

Address on the study of mathematics ...

Presented at Orleans High School, New Orleans, at the close of the annual examination, August 18, 1852.

Fundamental conceptions of modern mathematics,

"The ... work is essentially one of constructive criticism." - Pref.

Real mathematics, intended mainly for practical engineers, as an aid to the study and comprehension of mathematics,

Mode of access: Internet.

Tracts relating to the modern higher mathematics.

Binder's title: Mathematical tracts.

A course of mathematics for use of academies as well as private tuition,

V. 3 reads: The 3d ed. of v. 3.

Vocational mathematics,

Mode of access: Internet.

Junior high school mathematics;

Mode of access: Internet.

Manual of mathematics for students of agriculture,

"Answers": p. 315-331.

Higher mathematics for students of chemistry and physics, with special reference to practical work,

The differential calculus.--Coordinate or analytical geometry.--Functions with singular properties.--The integral calculus.--Infinite series and their uses.--How to solve numerical equations.--How to solve differential equations.--Fourier's theorum.--Probability and the theory of errors.--The calculus of variations.--Determinants.--Collection of formulae for references.--Reference tables.