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 Now online (1)big ...and 435 guests Last 5 registered Oplandisks nothingstar N_loop yipe foxtrotromeo Browse members... |
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It doesnt exist. Monoids arent timeless. |
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thank god! |
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hi Drunken Mastah! how's your girlfriend doing? |
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monoid is a magma (M,*), i.e. a set M with binary operation * : M ~ M ¨ M, obeying the following axioms: Associativity: for all a, b, c in M, (a*b)*c = a*(b*c) Identity element: there exists an element e in M, such that for all a in M, a*e = e*a = a. One often sees the additional axiom Closure: for all a, b in M, a*b is in M though, strictly speaking, this isn't necessary as it is implied by the notion of a binary operation. Alternatively, a monoid is a semigroup with an identity element. A monoid satisfies all the axioms of a group with the exception of having inverses. A monoid with inverses is the same thing as a group. A monoid whose operation is commutative is called a commutative monoid (or, less commonly, an abelian monoid). |
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hahahahahaha! |
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not together anymore. |
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she's doing pretty well then HA HA sorry :( |
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:o |
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hahaha! yeah, possibly... |
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monoid is in the void |
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Open up your eyes Then you realize Here I stand with my Everlasting love Need you by my side There's no need to hide Never be denied Everlasting love From the very start Open up your heart Be a lasting part of Everlasting love |
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that's part of a famous poem by shakespeare... or roger waters... one of those... poet-things... |
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find: " it" replace with: " Monoid" --Bounce Monoid bounce Monoid, shake Monoid shake Monoid Wiggle wiggle, Make Monoid jiggle, just a little-- [Ice Cube] Just Beat Monoid, Beat Monoid Just Beat Monoid, Beat Monoid Just Beat Monoid, Beat Monoid Just Beat Monoid, Beat Monoid [3rd Verse] They're Out To Get You, Better Leave While You Can rsday, August 10, 2000. Ow. Monoid hurts Monoid hurts Monoid hurts Monoid hurts Monoid hurts. kodi 14:35 · comment. Monoid'S NEW Monoid'S NEW Monoid'S ORIGINAL Monoid'S ORIGINAL Monoid'S THE |
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nice |
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LOL thanks for remembering me how useless logic is |
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monoid is an automatic monoid monoid is commutative monoid is just a one object category monoid is isomorphic to s n monoid is $p$ complete monoid is finite and aperiodic monoid is decidable monoid is known monoid is not free monoid is a quasi monoid is ambiguous monoid is a monoid with the property that all principal left ideals are projective |
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