Written by: Mr. Marsigit
Concluding remark by Istri Rumi Andriyani 10305141021
Mathematical concepts raised by Kant is the solution of mathematical concepts first obtained by a priori intuition of the viewing experience, but the concept is not to be empirical, but rather the natural attitude. process is the first step is present in many mathematical reasoning, if then never attend this mathematical reasoning.
secondary process
Secondary process is the process of synthesis of intuition mint, allow to be built into the concept of math wizards attitude in space and time. Previous sentence with intuition mint on mathematical objects that form for synthesis into several categories as innate ideas are the quality, quantity, relation, and modality. Thus, the natural intuition comes to basic mathematics and mathematical wizard propriety attitude. Intuition has a role to build the most important for mathematics as well as investigate and explain how mathematics can be seen in the form of geometry and arithmetic.
Intuition in Kant's arithmetical connection between arithmetic and the intuition of time as a form of inner intuition to a realization that such number of aspects to the concept of forming so that the structure of consciousness can be demonstrated in serial time. Intuition in geometry based on natural space intuition. The concept of geometry can pass through an empirical concept, so the concept of form and time remaining. That is the attitude of a priori concepts of geometry. However, Kant's emphasis on general mathematics, geometry concepts only if the concept of synthetic a priori attitude only makes reference to the object of this sky. So in empirical intuition intuition attitude witch contains space and time a priori. According to Kant's intuition in decision mathematics associated with intuition mint, set the arguments of mathematics and mathematical coupling with the verdict. Mathematics is a complex awareness of attitudes and provide the following characteristics:
a) relate mathematics denganobjek either directly by intuition or indirectly by a concept
b) consists of mathematical concepts in the predicate or the subject,
c) is an effort of reasoning to the logical principles of natural,
d) math wizards will be engaged to build intuition,
e) states that values propriety proporsition mathematics.
f) an ability to take a decision on the attitude of "innate" and have intrinsic characteristics, structural and systematic.
Mathematical structure is an attempt proporsitions mathematical structure which is a linguistic expression. Proporsitions math-related subjects and predicates in copula. Related subject, predicate, and copula can determine various types of verdicts.
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