Bonetta (Ship)
Organization
Found in 4 Collections and/or Records:
Appleton Family Papers, 1780-1857
Collection
Identifier: MSS 216
Abstract
The bulk of the collection concerns Henry Appleton's (1763-1823) mercantile activities in Salem from 1790-1823, and his management of the affairs of his orphaned niece and nephews.
Dates:
1780-1857; Majority of material found within 1790-1823
Found in:
Phillips Library
Benjamin Pickman Papers, 1679-1923
Collection
Identifier: MSS 5
Abstract
The bulk of the Benjamin Pickman (1763-1843) Papers, reflects the shipping and personal activities of Benjamin Pickman (1763-1843), a prosperous shipping merchant who traded with India, China, the East and West Indies, and Europe.
Dates:
1679-1923
Found in:
Phillips Library
Peele Family Papers, 1753-1838, undated
Collection
Identifier: MH 5
Abstract
The Peele Family Papers reflect the shipping and merchant activities of Jonathan Peele, Jr., and Willard Peele of Salem, Massachusetts.
Dates:
1753-1838, undated
Found in:
Phillips Library
Samuel Endicott Papers, 1788-1860, 1936, undated
Collection
Identifier: MH 91
Abstract
The Samuel Endicott papers contain material from Samuel Endicott's time as a ship master, and later as a merchant, in addition to papers from his children and extended family.
Dates:
1788-1860, 1936, undated
Found in:
Phillips Library
Filtered By
- Subject: Salem (Mass.) X
Additional filters:
- Subject
- Account books 2
- Administration of estates 2
- Merchants -- Massachusetts -- Salem 2
- Shipping 2
- Shipping -- Massachusetts -- Salem 2
- Abandonment (Maritime law) 1
- Capture at sea 1
- Commission merchants 1
- Crew lists 1
- Dry-goods 1
- Education -- Massachusetts -- Salem 1
- Fires -- Massachusetts -- Salem 1
- Fisheries 1
- Guardian and ward 1
- Pepper (Spice) industry 1
- Privateering 1
- Shipping -- China -- Canton 1
- Shipping -- England -- London 1
- Shipping -- India -- Calcutta 1
- Shipping -- Indonesia -- Jakarta 1
- Shipping -- Indonesia -- Sumatra 1
- Textile fabrics 1
- United States -- History -- Spoliation claims 1 + ∧ less
∨ more