“The concept-systems of antithesis are concepts that are indeed thoroughly determined by negative predicates but are not positively representable.
Just because a precise and complete representation of these concept-systems is impossible, they are inaccessible to direct investigation and elaboration by our reflection. They may, however, be regarded as lying at the limit of the representable, i. e., we can form a concept-system lying within the representable, which passes over into the given system by simple change of magnitude ratio. By abstracting from the ratios of the quantities, the concept-system remains unchanged in case of transition to the limit. At the limit itself, however, some of the correlative concepts of the system lose their susceptibility of being represented, and those, indeed, that mediate the relation between other concepts.”
General Relation of the Concept System of Thesis and Antithesis
Gesammelte Mathematische Werke (1876)
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Bernhard Riemann 43
German mathematician 1826–1866Related quotes

Francis Heylighen, 1990, "Classical and non-classical representations in physics I." Cybernetics and Systems 21. p. 423; As cited by: Hieronymi, A. (2013), Understanding Systems Science: A Visual and Integrative Approach. Syst. Res.. doi: 10.1002/sres.2215

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Gesammelte Mathematische Werke (1876)
Source: General System Theory (1968), 4. Advances in General Systems Theory, p. 96, as cited in: Vincent Vesterby (2013) From Bertalanffy to Discipline-Independent-Transdisciplinarity http://journals.isss.org/index.php/proceedings56th/article/viewFile/1886/672

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Zachman cited in: Egon Berghout and Dan Remenyi, Egon Berghout (2003) Proceedings of the 10th European Conference on Information Technology Evaluation - 2003. p. 503
In this quote the "framework" refers to the Zachman Framework
[1928, April 14, Introduction to Niels Bohr's The quantum postulate and recent developments of quantum theory, Nature, Suppl. No. 3050, 6, 52] As quoted by K. V. Laurikainen, The Origin and Development of the Idea of Complementarity, 1980.
Source: Principles of Systems (1968), p. 4-1 as cited in: Richardson, George P. " Reflections on the foundations of system dynamics http://obssr.od.nih.gov/issh/2012/files/Richardson%202011.pdf." System Dynamics Review 27.3 (2011): 219-243.