Elegi Pemberontakan Pendidikan Matematika 12: Apakah Matematika Kontradiktif? (Bagian kedua)
Article by Mr. Marsigit
reflected by Agusti Eka Dyah Larasati
Due to the scale of accuracy in looking and testing the consistecy and the incontardiction in mathematical system is regard to the start-end system, sub-systems,and the elements. And it is founded that the elements of the mathematical system have a contradictory. Then the system needs to be questioned wheter the system will always be incontradict. But, over the time, the logicist-formalist-foundationalist has succeeded in building a mathematical system that is consistent and not contradictory by construct a closed mathematical system.
reflected by Agusti Eka Dyah Larasati
Due to the scale of accuracy in looking and testing the consistecy and the incontardiction in mathematical system is regard to the start-end system, sub-systems,and the elements. And it is founded that the elements of the mathematical system have a contradictory. Then the system needs to be questioned wheter the system will always be incontradict. But, over the time, the logicist-formalist-foundationalist has succeeded in building a mathematical system that is consistent and not contradictory by construct a closed mathematical system.
http://powermathematics.blogspot.com/2010/09/elegi-pemberontakan-pendidikan_6514.html
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