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新西兰论文代写:经验真实
2018-10-04 23:56
康德还声称,空间和时间是“经验真实的,但超越理想的”。当康德说空间是“经验的”真实时,他并不是在假设外部物体。空间不可能是一个经验概念。我们不能只想到空间的概念;必须假定空间的表示法。当我们经历外部事物时,只有通过表象才有可能。因为空间和时间是“先验的”理想,康德基本上是在说“它们不能与任何超越或超越可能经验的界限或最初使这种经验成为可能的先天主观条件的事物相一致。”在康德开始解释先验美学之前,他在引言中宣称数学知识是先天综合的。这种说法是基于康德的哥白尼启示。康德认为,时间和空间合在一起是一切感性直观的纯粹形式。这是我们创造先天综合命题的方法。这些命题在我们看来是有限的,但它们本身并不存在。我们对综合判断有先验知识。康德认为,我们的判断/陈述可以是分析的或综合的。分析判断就是谓词的概念是主词概念的一部分。如果它被否认,那么就会出现矛盾。另一方面,综合判断就是谓词的概念不包含在主词的概念中。所以,如果我们不承认,就不会有矛盾。新西兰论文代写:经验真实
Kant also claims that space and time are ‘empirically real but transcendentally ideal’. When Kant says that space is ‘empirically’ real he is not presupposing external objects. There is no way for space to be an empirical concept. We cannot just come up with the idea of space; a representation of space must be presupposed. When we experiences things outside ourselves it is only possible through representation. For space and time to be ‘transcendentally’ ideal Kant is basically saying that “they are not to be identified with anything beyond – or anything that transcends – the bounds of possible experience or the a priori subjective conditions that make such experience possible in the first place.”Before Kant begins to explain the transcendental aesthetic he claims in the introduction that mathematical knowledge is synthetic a priori. This statement is based on Kant’s Copernican Revelation. According to Kant, time and space taken together are the pure forms of all sensible intuitions. This is our way of creating a priori synthetic propositions. These propositions are limited in how they appear to us but not present within themselves. We have a priori knowledge of synthetic judgements.According to Kant our judgements/statements can either be analytic or synthetic. An analytic judgement would be where the concept of the predicate is part of the concept of the subject. If it is denied then there would be a contradiction. A synthetic judgement, on the other hand, is where the concept of the predicate is not contained in the concept of the subject. So, if we denied it then there would be no contradiction involved.
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