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The fragment Safety-MTL 0,v is defined as the subset of MITL 0,∞ containing only formulas in positive normal form where the interval of every until operator has an upper bound. For example, the formula ( a ( 0 , 1 ] b ) {\displaystyle \Box (a\implies \Diamond _{(0,1]}b)} which states that each a {\displaystyle a} is followed, less than one ...
Montreal Canadiens NHA regular season and postseason statistics and results, 1910–1917 NHA season Canadiens season Regular season Postseason; Finish GP W L T PTS GF GA GP W L T GF GA Result 1910: 1909–10: 7th 12 2 10 0 4 59 100 — — — — — — Did not qualify 1910–11: 1910–11: 2nd 16 8 8 0 16 66 62 — — — — — —
Year (X) Indicates the number of game sevens played in that year's postseason ... Chicago Blackhawks/ Black Hawks vs. Montreal Canadiens: Canadiens, 3–0 1953, 1965, ...
Metric temporal logic. Metric temporal logic (MTL) is a special case of temporal logic. It is an extension of temporal logic in which temporal operators are replaced by time-constrained versions like until, next, since and previous operators. It is a linear-time logic that assumes both the interleaving and fictitious-clock abstractions.
U+00F7 ÷ DIVISION SIGN. The multiplication sign ( × ), also known as the times sign or the dimension sign, is a mathematical symbol used to denote the operation of multiplication, which results in a product. [1] While similar to a lowercase X ( x ), the form is properly a four-fold rotationally symmetric saltire. [2]
X̂ is the Latin letter X with a circumflex. The letter is used in the modern orthography of the Aleut language [1] and in the current Alaska Native Language Center alphabet of the Haida language. [2] In both cases, it represents the sound [ χ] . In mathematics, x̂ often refers to the unit vector in the +X direction.
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Linear temporal logic. In logic, linear temporal logic or linear-time temporal logic [1] [2] ( LTL) is a modal temporal logic with modalities referring to time. In LTL, one can encode formulae about the future of paths, e.g., a condition will eventually be true, a condition will be true until another fact becomes true, etc.