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In mathematics, the term simple is used to describe an algebraic structure which in some sense cannot be divided by a smaller structure of the same type. Put another way, an algebraic structure is simple if the kernel of every homomorphism is either the whole structure or a single element. Some examples are:
“Simplicity is the most deceitful mistress that ever betrayed man.”
“Simplicity is prerequisite for reliability.”
“Generally nature hangs out a sign of simplicity in the face of a fool.”
“If you can't reduce a difficult engineering problem to just one 8-1/2 x 11-inch sheet of paper, you will probably never understand it.”
“Human subtlety...will never devise an invention more beautiful, more simple or more direct than does nature, because in her inventions nothing is lacking, and nothing is superfluous.”
“Simpler manners, purer lives; more self-denial; more earnest sympathy with the classes that lie below us, nothing short of that can lay the foundations of the Christianity which is to be hereafter, deep and broad.”
Quotes via Wikiquote (CC BY-SA), each with its original source.
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