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Definition and use English pron a fortiori: from stronger An a fortiori argument is an "argument from a stronger reason", meaning that, because one fact is true, a second (related and included) fact must also be true. / ˌ eɪ f ɔːr t i ˈ oʊ r aɪ, ˌ eɪ f ɔːr ʃ i ˈ oʊ r aɪ / a mensa et thoro: from table and bed
Glossary of Legal Terms and Phrases. The Army Service Schools, Department of Law. 1910. Google Books. Tayler. The Law Glossary. Ninth Edition. 1889. Google Books; Frederic Jesup Stimson. Glossary of Technical Terms, Phrases, and Maxims of the Common Law. Little, Brown and Company. Boston. 1881. Google Books; J Kendrick Kinney. A Law Dictionary ...
The plain meaning rule attempts to guide courts faced with litigation that turns on the meaning of a term not defined by the statute, or on that of a word found within a definition itself. According to the plain meaning rule, absent a contrary definition within the statute, words must be given their plain, ordinary and literal meaning.
This means that the plain meaning rule (and statutory interpretation as a whole) should only be applied when there is an ambiguity. Because the meaning of words can change over time, scholars and judges typically will recommend using a dictionary to define a term that was published or written around the time the statute was enacted. Technical ...
The following pages contain lists of legal terms: List of Latin legal terms; List of legal abbreviations; List of legal abbreviations (canon law) on Wiktionary: Appendix: English legal terms; Appendix: Glossary of legal terms
Necessity: The term must be necessary to ensure reasonable or effective operation of a contract of the nature before the court. Consistency: The implied term may not contradict an express term (same as for formal contracts). Clear expression: The term must be capable of clear expression (same as for formal contracts).
In trust law, "terms" generally refers to the Terms of the Trust, meaning the explicit written intention of the Grantor of a Trust. Terms are limited to provisions expressed in a way that makes them like proof in court. [2] Terms of a Trust are most clear when they are explicit within the four corners of the Trust Instrument.
In logic and mathematics, necessity and sufficiency are terms used to describe a conditional or implicational relationship between two statements. For example, in the conditional statement : "If P then Q ", Q is necessary for P , because the truth of Q is guaranteed by the truth of P .