Quick take on Kant’s perceptions and the affinity of all appearances

June 21, 2016

Two metaphors for students of Kant’s Transcendental Deduction of the Categories (and especially the A version).

  1. All objective perceptions (recognitions) will be represented here via the number series, where everything fits together as a clock, and two and three make five, for example, and can be unified in the five. And so where experience includes all of the objective recognitions, and is unified.
  2. The subjective perceptions might be represented in the series of the letters of the alphabet, and where H and J = H and J, for example, and there is never any synthesis but only individual observations, e.g., H = the sun illuminates the stone, and J = the stone warms up, but not a synthesis as: the sunlight warms the stone. And perhaps, again as an example, the letter, I, stands for: a murder of crows flying overhead, or anything.

Using the latter example, the two subjective perceptions of the sun shining on the stone and the stone getting warm, once we make an objective perception that the sun warms the stone, i.e., H+J, we would be able to add some numerals (in this metaphor) so that, perhaps, H= 10 and J = 15 and so together they would make 25 and then would fit in with the rest of the objective perceptions (represented in this example as numbers), e.g., a total of say: 54,325 (which would represent the total of the recognitions so far in this person’s experience). Thus before H and J become objective, the total experience of this person would equal 54,300 along with any subjective perceptions such as the H and I and J, etc.

In fact it is only by means of the categories of the understanding that we are able to undertake subjective perceptions in the first place, for these are always anticipations of connections. And this critical role of the categories with respect to perceptions is a central thesis of Kant’s thinking in the A version of the Transcendental Deduction of the Categories.

Another thought. The affinity (assumed connection) of all appearances is a function of our categorical understanding which seeks and requires (and actually provides) a single nature such that all appearances are related either directly or indirectly, and where an investigation of coincidences would be called for (to determine if they might be connections), and where the future is assumed to be an extension of the past.

 Author contact: pmr#$kantwesley.com, replacing #$ with @

Filed under: Kant


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