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Norman Fitzgerald Uniacke (ca 1777 – December 11, 1846) was a lawyer, judge and political figure in Lower Canada and Nova Scotia. He represented William-Henry in the Legislative Assembly of Lower Canada from 1824 to 1825.
Robert Fitzgerald Uniacke (1797–1870) was a clergyman and also the fourth son of Richard John Uniacke. Uniacke lived in Halifax, Nova Scotia . Deciding against a career in his father's law firm, he was ordained into the Church of England , in England. [ 1 ]
Richard Gordon FitzGerald Uniacke, FRSAI (19 August 1867 – 11 November 1934) [1] was a British genealogist and librarian. He was the eldest son of the Rev. Robert FitzGerald Uniacke, late vicar of Tandridge, Surrey , a descendant of an old Irish family, the Uniackes of Uniacke and Castleton, County Cork. [ 2 ]
Richard John Uniacke Richard John Uniacke by Robert Field Born (1753-11-22) November 22, 1753 Castletown, Kingdom of Ireland Died October 11, 1830 (1830-10-11) (aged 76) Mount Uniacke, Nova Scotia Richard John Uniacke (November 22, 1753 – October 11, 1830) was an abolitionist, lawyer, politician, member of the Nova Scotia House of Assembly and Attorney General of Nova Scotia. According to ...
A Is for Atom (1953) is a 14-minute promotional animated short documentary film created by John Sutherland and sponsored by General Electric (GE). The short documentary, which is now in the public domain, explains what an atom is, how nuclear energy is released from certain kinds of atoms, the peacetime uses of nuclear power, and the by-products of nuclear fission.
In the mathematical field of order theory, an element a of a partially ordered set with least element 0 is an atom if 0 < a and there is no x such that 0 < x < a. Equivalently, one may define an atom to be an element that is minimal among the non-zero elements, or alternatively an element that covers the least element 0 .
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Given a measurable space (,) and a measure on that space, a set in is called an atom if > and for any measurable subset , either () = or () = (). [ 1 ] The equivalence class of A {\displaystyle A} is defined by [ A ] := { B ∈ Σ : μ ( A Δ B ) = 0 } , {\displaystyle [A]:=\{B\in \Sigma :\mu (A\Delta B)=0\},} where Δ {\displaystyle \Delta ...