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• User:Jon Awbrey/Examples Of Inquiry
  sign relation as a subset of a cartesian product, L c O x S x I. is what you have in mind in saying "rain" is the product of an abductive
  139 KB (16,717 words) - 14:30, 12 September 2017
• Directory:Jon Awbrey/Papers/Inquiry Driven Systems : Part 6
  Given a SOD <math>(X_i),\!</math> its cartesian product, notated as <math>\textstyle\prod_i (X_i)</math> or <math>\textstyle\prod_i A '''relation''' is defined on a SOD as a subset of its cartesian product. In symbols, <math>L\!</math> is a relation on <math>(X_i),\!</math> if an
  725 KB (109,715 words) - 18:09, 28 August 2014
• Directory:Jon Awbrey/Papers/Differential Logic and Dynamic Systems 3.0
  ..."likes", namely those in <math>\mathcal{A}_J,</math> and then takes their product in <math>\mathbb{B}.</math> Thus, <math>p_J(\mathbf{x})</math> assesses th ...ath>\mathrm{d}A</math> at a point of <math>A\!</math> can be analyzed as a product of distinct and independent factors:
  519 KB (74,456 words) - 15:46, 3 October 2013
• Directory:Jon Awbrey/Differential Logic : Various Sketches
  * <p>Working in the ''conjunctive product'' form of representation, if the conjunctive proposition <math>x\!</math> i ...'A'', we can analyze the individual tangent space at a point of ''A'' as a product of distinct and independent factors:
  369 KB (46,156 words) - 04:20, 27 December 2016
• Directory:Jon Awbrey/Papers/Differential Logic and Dynamic Systems
  ...t face="lucida calligraphy">A</font>_''J'', and then takes their product in ''B''. Thus, ''p''_''J''(''x'') assesses the unanimity of the ...'A'', we can analyze the individual tangent space at a point of ''A'' as a product of distinct and independent factors:
  394 KB (54,134 words) - 14:30, 3 March 2023
• Directory:Jon Awbrey/Papers/Futures Of Logical Graphs
  A ''sign relation'' <math>L~\!</math> is a subset of a cartesian product <math>O \times S \times I,</math> where <math>{O, S, I}~\!</math> are sets
  168 KB (21,027 words) - 12:41, 6 August 2017
• Differential Logic and Dynamic Systems
  ..."likes", namely those in <math>\mathcal{A}_J,</math> and then takes their product in <math>\mathbb{B}.</math> Thus, <math>p_J(\mathbf{x})</math> assesses th ...<math>\mathrm{d}A</math> at a point of <math>A</math> can be analyzed as a product of distinct and independent factors:
  528 KB (75,728 words) - 21:56, 14 January 2021
• Directory:Jon Awbrey/Differential Logic and Dynamic Systems 2.0
  ..."likes", namely those in <math>\mathcal{A}_J,</math> and then takes their product in <math>\mathbb{B}.</math> Thus, <math>p_J(\mathbf{x})</math> assesses th ...ath>\mathrm{d}A</math> at a point of <math>A\!</math> can be analyzed as a product of distinct and independent factors:
  529 KB (75,750 words) - 14:32, 3 March 2023
• Directory:Jon Awbrey/Papers/Inquiry Driven Systems : Part 1
  ...construes the situational context in the form of a definite text. The end product that results from the formalization process is analogous to a snapshot or a ...nsion'', a sign relation <math>L\!</math> is a ''subset'' of a ''cartesian product'' <math>O \times S \times I.\!</math> Here, <math>O, S, I\!</math> are thr
  241 KB (38,416 words) - 15:14, 15 April 2017
• User:Jon Awbrey/Differential Logic Archive 2003–2004
  2. Working in the "conjunctive product" form of representation, "likes", namely those in A_J, and then takes their product in B. Thus,
  899 KB (89,922 words) - 19:22, 6 December 2014

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