Morse
Appearance
Morse can refer to:
Look up morse in Wiktionary, the free dictionary.
- Morse code, a method of coding messages into long and short beeps
People
- Morse (surname)
- Morse Goodman (1917-1993), Bishop of Calgary, Canada
- Samuel Morse (April 27, 1791 – April 2, 1872) painter, inventor of the telegraph and of the Morse code.
Places
- Canada
- Morse (provincial electoral district), Saskatchewan
- Morse, Saskatchewan, a hamlet
- Morse No. 165, Saskatchewan, a rural municipality
- United States
- Morse, Iowa, an unincorporated community
- Morse, Louisiana, a village
- Morse River (Maine)
- Morse Township, Minnesota (disambiguation), two places
- Morse, Texas, a census-designated place
- Morse, Wisconsin, a town
- Morse (community), Wisconsin, an unincorporated community
- Antarctica
- Elsewhere on Earth
- Morse River, New Zealand
- Morse Point, South Georgia Island
- Morse Park, Hong Kong
- Outer space
- Morse (crater), on the Moon
- 8672 Morse, an asteroid
Buildings
- Morse Auditorium, a domed theater owned by Boston University
- Morse House (disambiguation), various buildings
- Morse (CTA), an 'L' station on a line of the Chicago [Rapid] Transit Authority
Other uses
- Morse College, a residential college at Yale University
- Morse Farm (disambiguation)
- Morse Field (disambiguation), two places
- The large buckle on the cope, one of the liturgical vestments of the Roman Catholic Church
- An archaic word for the walrus, a large aquatic mammal
- Morse chain, a chain drive with inverted teeth
- Morse taper, a type of machine taper invented by Stephen A. Morse
- Morse Diving, a US maker of diving equipment
- Morse Dry Dock and Repair Company, a defunct company in New York City
- USS Morse, a ferryboat used by the Union Navy in the American Civil War
- Morse, French title for the Swedish horror film Let the Right One In
- Inspector Morse, a fictional British detective in books and on television
- Morse potential, a model interatomic potential energy function
- Morse theory, in mathematics, a way of analyzing the topology of a manifold by studying differentiable functions on that manifold