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enclosed by three straight lines' (definition): clearly we may equally say, 'A figure enclosed by three straight lines is a plane triangle.' It is a simple identity. A genus is also commonly viewed denotatively, as a class containing smaller classes, its species; but in Logic it is, again, better to treat it connotatively, as a name whose definition is part of the definition of a given species. A difference is the remainder of the definition of any species after subtracting a given genus. Hence, the genus and difference together make up the species; whence the method of definition _per genus et differentiam_ (_ante_, Sec. 5). Whilst in Botany and Zoology the species is fixed at the lowest step of the classification (varieties not being reckoned as classes), and the genus is also fixed on the step next above it, in Logic these predicables are treated as movable up and down the ladder: any lower class being species in relation to any higher; which higher class, wherever taken, thus becomes a genus. Lion may logically be regarded as a species of digitigrade, or mammal, or animal; and then each of these is a genus as to lion: or, again, digitigrade may be regarded as a species of mammal, or mammal as a species of animal. The highest class, however, is never a species; wherefore it is called a _Summum Genus_: and the lowest class is never a genus; wherefore it is called an _Infima Species_. Between these two any step may be either species or genus, according to the relation in which it is viewed to other classes, and is then called Subaltern. The _summum genus_, again, may be viewed in relation to a _given_ universe or _suppositio_ (that is, any limited area of existence now the object of attention), or to the _whole_ universe. If we take the animal kingdom as our _suppositio_, Animal is the _summum genus_; but if we take the whole universe, 'All things' is the _summum genus_. "Porphyry's tree" is used to illustrate this doctrine. It begins with a _summum genus_, 'Substance,' and descends by adding differences, step by step, to the _infima species_, 'Man.' It also illustrates Division by Dichotomy. SUBSTANCE / \ CORPOREAL || INCORPOREAL || BODY / \ ANIMATE || INANIMATE || LIVING BODY /
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