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  • OSCULATE Definition Meaning - Merriam-Webster
    Today, osculate is used in geometry for the action of a pair of curves or surfaces that touch so that they have a common tangent at the point of contact When osculate is used to mean "kiss," the context is typically humorous Latin osculatus, past participle of osculari, from osculum kiss, from diminutive of os mouth — more at oral
  • OSCULATE | English meaning - Cambridge Dictionary
    OSCULATE definition: 1 to kiss 2 to touch at a point where two parts of a curve have a common tangent 3 to kiss Learn more
  • OSCULATE Definition Meaning | Dictionary. com
    Osculate definition: to come into close contact or union See examples of OSCULATE used in a sentence
  • Osculated - definition of osculated by The Free Dictionary
    Define osculated osculated synonyms, osculated pronunciation, osculated translation, English dictionary definition of osculated v os·cu·lat·ed , os·cu·lat·ing , os·cu·lates v tr 1 To kiss 2 Mathematics To have three or more points coincident with v intr To come together;
  • osculate, v. meanings, etymology and more - Oxford English Dictionary
    What does the verb osculate mean? Where does the verb come from? To continue reading, please sign in below or purchase a subscription After purchasing, please sign in below to access the content
  • osculate - Wiktionary, the free dictionary
    (mathematics) To touch so as to have the same tangent and curvature at the point of contact (intransitive) To make contact (Vedic arithmetic) To perform osculation To form a connecting link between two genera From Latin ōsculātus [2] osculate (not comparable) Relating to kissing
  • OSCULATE definition and meaning | Collins English Dictionary
    3 meanings: 1 usually humorous to kiss 2 (of an organism or group of organisms) to be intermediate between two taxonomic Click for more definitions
  • Osculated: meaning, definitions, translation and examples
    Osculated refers to the process of fitting a curve to a shape or trajectory in such a way that the curve closely follows the path, especially at a given point This term is often used in mathematics and physics to describe the tangential relationship between an object and a curve or surface


















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