[mak-sim] /ˈmæk sɪm/
an expression of a general truth or principle, especially an aphoristic or sententious one:
the maxims of La Rochefoucauld.
a principle or rule of conduct.
[mak-sim; for 4 also French mak-seem, Russian muh-ksyeem] /ˈmæk sɪm; for 4 also French makˈsim, Russian mʌˈksyim/
Hiram Percy, 1869–1936, U.S. inventor.
his father, Sir Hiram Stevens, 1840–1916, English inventor, born in the U.S.: inventor of the Maxim gun.
Hudson, 1853–1927, U.S. inventor and explosives expert (brother of Sir Hiram Stevens Maxim).
a male given name, form of .
a brief expression of a general truth, principle, or rule of conduct
Sir Hiram Stevens. 1840–1916, British inventor of the first automatic machine gun (1884), born in the US
“precept, principle,” early 15c., from Middle French maxime, from Late Latin maxima, shortened from phrases such as maxima propositio, maxima sententarium “axiom,” literally “greatest premise, greatest among propositions” (one which is general and absolute), from fem. of maximus “greatest” (see maximum).
single-barreled water-cooled machine gun, 1885, named for inventor, U.S.-born British engineer Sir Hiram S. Maxim (1840-1916).
[mak-suh-muh] /ˈmæk sə mə/ noun 1. a plural of . [mak-suh-muh m] /ˈmæk sə məm/ noun, plural maximums, maxima [mak-suh-muh] /ˈmæk sə mə/ (Show IPA) 1. the greatest quantity or amount possible, assignable, allowable, etc. 2. the highest amount, value, or degree attained or recorded. 3. an upper limit allowed or allowable by law or […]
[mak-suh-muh l] /ˈmæk sə məl/ adjective 1. of or being a ; greatest possible; highest. /ˈmæksɪməl/ adjective 1. of, relating to, or achieving a maximum; being the greatest or best possible 2. (maths) (of a member of an ordered set) being preceded, in order, by all other members of the set adj. 1872, from Latin […]
- Maximal dose
maximal dose max·i·mal dose (māk’sə-məl) n. The largest quantity of a drug that an adult can safely take within a given period.
- Maximal free expression
(MFE) A free expression is sub-expression of a lambda abstraction not containing the bound variable. A maximal free expression is a free expression not contained within any other free expression. See full laziness.