Iterated-integral
noun, Mathematics.
1.
a double integral that is evaluated by first integrating the integrand with respect to one variable with the second variable being held constant and then integrating the resulting function with respect to the second variable.
2.
a multiple integral of three or more variables that is evaluated by an extension of the above method.
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[it-uh-rey-shuh n] /ˌɪt əˈreɪ ʃən/ noun 1. the act of repeating; a repetition. 2. Mathematics. 3. Computers. 4. a different form or version of something: He designed the previous iteration of our logo. n. late 15c., from Latin iterationem (nominative iteratio) “repetition,” noun of action from past participle stem of iterare “do again, repeat,” from […]
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[it-uh-rey-tiv, -er-uh-tiv] /ˈɪt əˌreɪ tɪv, -ər ə tɪv/ adjective 1. repeating; making repetition; repetitious. 2. Grammar. . /ˈɪtərətɪv/ adjective 1. repetitious or frequent 2. (maths, logic) another word for recursive See recursive 3. (grammar) another word for frequentative adj. “involving repetition,” late 15c., from French iteratif (c.1400), from Late Latin iterativus, from iterat-, past participle […]
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[it-uh-rey-tiv, -er-uh-tiv] /ˈɪt əˌreɪ tɪv, -ər ə tɪv/ adjective 1. repeating; making repetition; repetitious. 2. Grammar. . /ˈɪtərətɪv/ adjective 1. repetitious or frequent 2. (maths, logic) another word for recursive See recursive 3. (grammar) another word for frequentative adj. “involving repetition,” late 15c., from French iteratif (c.1400), from Late Latin iterativus, from iterat-, past participle […]