Settlement of chambers, 1741-1764

The book is comprised of folio-sized pages conserved in a modern soft-cover binding. The volume consists of yearly handwritten lists of dormitory room assignments for the years 1741-1753 and 1761-1764. Students are listed by last name and building names are often abbreviated as "M" for Massachusetts Hall, "S" for Stoughton Hall, and "O" for Old College or Harvard Hall. The organizational pattern varies by list, some are alphabetical, others arranged by building and room number. The lists for 1743, 1748, 1749, 1761-1764 also note students living outside of the College and their locations. The lists for 1761-1764 also include the waiters and monitors for the academic year.

Student mathematical proofs by Edward Stephen (?) Wigglesworth, 1788

Sheet with two handwritten mathematical proofs signed "Wigglesworth, 1788," likely referring Harvard student Edward Stephen Wigglesworth. The first proof, titled "Problem 1st," examines a prompt beginning, "Given the distance between the Centers of the Sun and Planet, and their quantities of matter; to find a place where a body will be attracted to neither of them." The second proof, titled "Problem 2d," begins "A & B having returned from a journey, had riden [sic] so far that if the square of the number of miles..." and asks "how many miles did each of them travel?"

Rules and orders relating to a Professor of the Mathematicks, of Natural and Experimental Philosophy, in Harvard College, 18 January 1726

This folder contains a single document describing the "rules and orders" of the Hollis Professor of Mathematics and Natural Philosophy. The document begins by defining the subjects to be taught by the Hollis Professor including natural and experimental philosophy, elements of geometry, and the principles of astronomy and geography. It then outlines the number of public and private lectures to be given to students, how much extra time the professor should spend with students reviewing any difficulties they may encounter understanding class subject matter discussed, and stipulates that the professor's duties shall be restricted solely to his teaching activities and not involve him in any religious activities at the College or oblige him to teach any additional studies other than those specified for the Hollis Professor of Mathematics and Natural Philosophy. Furthermore, the rules establish the professor's salary at £80 per year and allow the professor to receive from students, except those students studying theology under the Hollis Professor of Divinity, an additional fee as determined by the Corporation and Board of Overseers, to supplement his income. Moreover, the rules assert that all professorship candidates selected by the Harvard Corporation must be approved by Thomas Hollis during his lifetime or by his executor after his death. Finally, the rules state that the Hollis professor take an oath to the civil government and declare himself a member of the Protestant reformed religion. This document is signed by Thomas Hollis and four witnesses, John Hollis, Joshua Hollis, Richard Solly, and John Williams.

John Winthrop's proposal respecting electrical globes and jars, ca. 1758

In this proposal, John Winthrop explains the need to replace damaged "electric globes" used in the College's collection of scientific apparatus. He states that Benjamin Franklin, at the time residing in London, was willing to seek replacement globes for the College's collection. Winthrop then proceeds to assert that the College should acquire "square bottles, of a moderate size, fitted in a wooden box, like what they call case bottles for spirits" instead of the large jars included in the scientific apparatus, because those jars cracked frequently.

Report of committee for the form of quarter bills, 1778 December 12

This one-and-a-half page handwritten draft of a report on a folio-sized leaf outlines a six-point process for drafting and authorizing student quarter bills. The procedures consolidate the billing areas, detail the Treasurer's responsibilities, and expand the oversight of the President and Tutors. The report, dated December 12, 1778, is signed by President Samuel Langdon. The draft includes two differently worded versions of the sixth proposal, one of which is struck through.

Translation of Littleton's tenures

Contains an English translation of Littleton's Tenures ss. 1-444. Apparently owned later by an American who made several entries citing quotes from Benjamin Franklin and others.

Journal of Charles Coffin and David Gurney, 1781-1785

This diary appears to have been kept by two different students, both members of the Harvard College class of 1785. The first two pages contain entries made by a student named David, believed to be David Gurney because the entries relate to the freshman curriculum and Gurney was the only student named David who was a freshman in 1781. Gurney originally titled the volume "A Journal or Diary of my concerns in College of important matters." He made entries from August 28 through October 21, 1781, recording his lessons on Virgil, Tully, Homer, the Greek Testament, Hebrew grammar, English author John Ash's "Grammar," and a text called "The Art of Speaking." At the top of one of the pages recounting these studies, Gurney wrote in large, bold letters: "About how I misspent my precious time." Charles Coffin's entries begin on October 25, 1781 and fill the bulk of the journal. Coffin kept this diary while a student at Harvard College from 1781 to 1785. Although most of Coffin's entries are written in Latin, an account of his July 1781 examination for admission to the College is in English.

Student mathematical textbook of James Freeman, 1774

Manuscript volume containing portions of text copied from Nicholas Saunderson’s Elements of algebra, Nicholas Hammond’s The elements of algebra, and John Ward’s The young mathematician’s guide. The volume is divided into two main parts: the first is titled Concerning the parts of Arithmetick (p. 1-98) and the second, The elements of Algebra, extracted from Hammond, Ward & Saunderson (p. 99-259).

Student mathematical notebook of Thomas Noyes, 1793

This sewn volume contains Noyes’ mathematical exercises in geometry; trigonometry; surveying; measurement of heights and distances; plain, oblique, parallel, middle latitude, and mercator sailing; and dialing. Many of the exercises are illustrated by carefully hand-drawn diagrams, including a mariners’ compass and moon dials.

Commonplace book of Nathaniel Freeman, 1786-1787

Nathaniel Freeman made entries in this commonplace book between 1786 and 1787, while he was an undergraduate at Harvard College. The book includes the notes Freeman took during three of Hollis Professor Samuel Williams' "Course of Experimental Lectures," and cover Williams' lectures on "The Nature & Properties of Matter," "Attraction & Repulsion," and "The Nature, Kind, & Affections [?] of Motion." These notes also include one diagram. The book also includes forensic compositions on the subjects of capital punishment, the probability of "the immortality of the soul," and "whether there be any disinterested benevolence." It also includes a poem Freeman composed for his uncle, Edmund Freeman; an anecdote about Philojocus and Gripus; an essay called "Character"; a draft of a letter to the Harvard Corporation requesting that, in light of the public debt, the Commencement ceremonies be held privately to lower expenses and exhibit the merits of economy; and an "epistle" to his father, requesting money. This epistle begins: "Most honored sire, / Thy son, poor Nat, in humble strains, / Impell'd by want, thy generous bounty claims."

Letter from Edward Holyoke to his child, 1766, January 18

One-page handwritten letter from Harvard President Edward Holyoke (1689-1769) requesting that the letter's unidentified recipient locate a book on academic costume previously mentioned by "Secry Oliver," referring to the Secretary of the Province of Massachusetts Bay, Andrew Oliver (1706-1774; Harvard AB 1724). In the letter, Holyoke explained that College alumni wished to give him a gown, and he wanted to determine the appropriate design for the head of a college. The recipient of the letter is identified only as "My dear Child" from "Yo'r Affect. Father, E. Holyoke." The letter also includes the note, "Give my love to my Dau'ter."

Student notebook of John Tufts, 1705

Small vellum-covered notebook containing handwritten transcriptions copied by Harvard undergraduate John Tufts from two Harvard textbooks. The notebook is divided into two sections with the first, numbered 1-100, containing an English transcription of "Compendium of Logick" compiled by William Brattle, and the second, numbered 1-66, containing an untitled Latin transcription of Charles Morton's "Compendium Physicae." The flyleaf is inscribed "John Tufts His Book 1705."

Student mathematical notebook of Ebenezer Hill, 1785

This mathematical notebook of Ebenezer Hill was kept in 1795 while he was a student at Harvard College. The volume contains rules, definitions, problems, drawings, and tables on arithmetic, geometry, trigonometry, surveying, calculating distances, and dialing. Some of the exercises are illustrated by hand-drawn diagrams, including some of buildings and trees.

Student mathematical notebook of Ephraim Eliot, 1779

Handwritten mathematical notebook of Ephraim Eliot, kept in 1779 while he was a student at Harvard College. The volume contains rules, definitions, problems, drawings, and tables on arithmetic, geometry, trigonometry, surveying, calculating distances, and dialing. Some of the exercises are illustrated by unrefined hand-drawn diagrams, as well as a sketch of a mariner’s compass. The sections on navigation, mensuration of heights, and spherical geometry are titled but not completed. The ink of the later text, beginning with Trigonometry, is faded.

The summary of a course of experimental lectures in natural philosophy by Dr. John Winthrop (manuscript copy), 1772-1774

Notebook with a handwritten copy of lecture summaries for a physics course given by Harvard Professor John Winthrop. The notes were made by Timothy Foster in 1772 and 1773. The volume contains twenty-five lectures with some diagrams.