Example: Basic Philosophy concepts

Published 2014-05-05 | Author: Vilson Vieira

This graph diagram presents the basic Philosophy concepts of dialectics, opposition and innovation.

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Basic Philosophy concepts

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\documentclass[tikz, border=10pt]{standalone}
    vertex/.style = {
        fill            = black,
        outer sep = 2pt,
        inner sep = 1pt,
  % Dialectics
  \node[draw] (Thesis) at (0,0) {Thesis};
  \node[draw,fill=black,text=white] (Antithesis) at (2.3,0) {Antithesis};
  \node[draw,fill=gray,text=white] (Synthesis) at (1,2) {Synthesis};
  \draw node[vertex] (Joint) at (1,0) {};
  \draw[-,draw=blue] (Thesis) to (Joint);
  \draw[-,draw=blue] (Antithesis) to (Joint);
  \draw[->,draw=blue] (Joint) to (Synthesis);
  \draw[->,draw=blue] (Synthesis) to[in=180,out=180] (Thesis);
  \node at (1.0, -1.0) {\textit{a) Dialectics}};
  % Opposition
  \node[draw] (ArgumentA) at (5,0) {Argument};
  \node[draw,fill=black,text=white] (ArgumentB) at (7.5,0) {Opposition};
  \draw[->,draw=blue] (ArgumentA) to (ArgumentB);
  \node at (6., -1.0) {\textit{b) Opposition}};
  % Innovation
  \node[draw] (ArgumentA) at (10.1,0) {Argument};
  \node[draw,fill=black,text=white] (ArgumentB) at (13,0) {Opposition};
  \node[draw,fill=yellow] (ArgumentC) at (12,2) {Innovation};
  \draw node[vertex] (Joint) at (11.5,0) {};
  \draw[-] (ArgumentA) to (Joint);
  \draw[-] (ArgumentB) to (Joint);
  \draw[->,draw=blue] (Joint) to (ArgumentC);
  \node at (11.5, -1.0) {\textit{c) Innovation}};


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