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...makes any sense, but I think this time I'll just jump in, and show you the form in which this idea first came to me. Start with a proposition of the form ''x'' & ''y'', which I graph as two labels attached to a root node, so:

# [[Laws of Form]] | align="right" | 12 || [[Laws of Form]]

For example, consider an equation of the following form: ...edded and topological dual forms of the axiom that is formulated in string form as <math>{}^{\backprime\backprime} \texttt{(} ~ \texttt{)(} ~ \texttt{)} =

...in other words, that their [[minimal negation]] is true. A clause of this form maps into a PARC structure called a ''lobe'', in this case, one that is ''p ...other words, that their [[logical conjunction]] is true. A clause of this form maps into a PARC structure called a ''node'', in this case, one that is ''p

you the form in which this idea first came to me. Start with a proposition of the form x & y, which

Let us start with a proposition of the form <math>p ~\operatorname{and}~ q</math> that is graphed as two labels attache ...of exclusive disjunction, which parses to a cactus graph of the following form:

...ulus of indications'' that George Spencer Brown presented in his ''Laws of Form''. ...om Peirce's &ldquo;[[Logical Graphs]]&rdquo; via Spencer-Brown's ''Laws of Form'' (LOF). In formal proofs, we use a variation of the annotation scheme fro

programming. I will attempt to embody this project in the form In their underlying form and tone these questions sound a familiar tune.

...in other words, that their [[minimal negation]] is true. A clause of this form maps into a PARC structure called a ''lobe'', in this case, one that is ''p ...other words, that their [[logical conjunction]] is true. A clause of this form maps into a PARC structure called a ''node'', in this case, one that is ''p

...hether in ontogeny or in phylogeny, that is, the two developments probably form parallel sides of a single bootstrap. But this is not always the easiest w ...to their elementary signs, and that can be strung together in sequences to form complex signs. Signs that have signs as their objects are called ''higher

...th>\mathrm{false}</math> and represented by the lighter shading, while the algebraic value 1 is interpreted as the logical value <math>\mathrm{true}</math> and This is yet another variant of the previous form, with <math>\mathrm{d}x</math> denoting small changes contemplated in <math

# For the other, I use a bracket of the form (&nbsp;,&nbsp;,&nbsp;,&nbsp;) as a connective which says that exactly one o ...d for both human and machine parsers. In the present text I preserve this form of expression in tables and set-off displays, but in contexts where parenth

| This indicates, conversely, how algebraic identities | Functors were first explicitly recognized in algebraic topology,

* A bracketed list of propositional expressions in the form <math>\texttt{(} e_1, e_2, \ldots, e_{k-1}, e_k \texttt{)}</math> indicates * A concatenation of propositional expressions in the form <math>e_1 ~ e_2 ~ \ldots ~ e_{k-1} ~ e_k</math> indicates that all of the p

* A bracketed list of propositional expressions in the form <math>\texttt{(} e_1, e_2, \ldots, e_{k-1}, e_k \texttt{)}\!</math> indicat * A concatenation of propositional expressions in the form <math>e_1 ~ e_2 ~ \ldots ~ e_{k-1} ~ e_k</math> indicates that all of the p

...niques of logic programming. I will attempt to embody this project in the form of computer-implemented connections between geometric dynamics and logical In their underlying form and tone these questions sound a familiar tune. Their basic tenor was brou

...vancing hedge of [[WP:NOR]] and because it has recently been cast into the form of an explicit notice appended beneath the edit window for New Article Crea ...editors are unblocked early after a 3RR 24 hr block. You were clearly by normal standards given the benefit of the doubt regarding whether it was serious m

you the form in which this idea first came to me. Start with a proposition of the form x & y, which

...})\!</math> and <math>L(\text{B}),\!</math> but intended more generally to form a fully-developed environment of objective and interpretive resources, in t ...e applied to an illustrative exercise, roughing out the shape of a complex form of interpreter.

and the descriptions that they express in the form of computational form of effective computer programs. The most critical and toughest