"Frege's main goal was to improve the foundations of mathematics and scientific work in general. In attaining this goal he invented a artificial language (Begriffsschrift), which were itself a milestone in human intellectual history. The Begriffsschrift makes use of a logical notation that makes it possible to express sentences of larger complexity than Aristotle's logic did. Indeed, we are talking a revolution in logic (it was published in 1879)." ( http://www.findlink.dk/frege/frege.htm ) Some examples of Frege's Concept-Script (Begriffsschrift) logical notations can be found here: http://mailbox.univie.ac.at/Frank.Hartmann/Vorlesung/ws07.htm http://www.stephenwolfram.com/publications/talks/mathml/Images/Frege.jpg An example of 7 steps thet translates his notations to the modern linear way, can bo shown here: http://www.roman-eisele.de/phil/stuff/logik/BaumZuBegriffsschrift.pdf And a full text of him in modern notations, can be shown here: http://comet.lehman.cuny.edu/mendel/papers/Adobe Versions/AdobeNewBGForms.pdf Frege's method gives us a good opportunity to examine the general information structure that standing in the basis of well defined notations and their relations. Most mathematicians of his time did not understand his work because he used a non-conventional way to address his remarkable ideas. His unique representation was left behind, and the insights of it where never learned by the community of modern mathematicians. For the last 20 years I am (on and off) in a private journey for my own pleasure that tries to find the information structures that maybe standing in the basis of any information system. By this approach I hope to find a general method that can order these information structures by their symmetry degrees, and then to define a common and simple basis to any information system, which gives us the ability to find deeper relations between so called different areas of information systems. Shortly speaking, I hope to find an organic and dynamic structure that can enrich the ways that self aware systems in infinity many levels of awareness, can communicate among them, without destroying or blocking each other’s opportunities to flourish. Lately I discovered Frege’s work and I think that there is a deep connection between his representation method and my goal. If we examine Frege’s structural forms we can find that they are private cases of broken symmetries that appearing in my ordered information structures, for example please open the attached pdf file in page 4 (in the paper, not in the acrobat screen): http://www.geocities.com/complementarytheory/ET.pdf Also you can see that these ordered information structures, can be represented in variety ways, but still all these different representations are based on the same symmetry transformation between its most symmetrical form and most broken form, which are limited by a given finite quantity. The old-new way that I have started here cannot be done by a one person, so if you find my work useful to you I’ll be glad to share my best in a common research with you. A general view of my work can be found here: http://www.geocities.com/complementarytheory/CATpage.html Yours, Organic.