Jacob T. Schwartz: "Karena tepat, karakter formal matematika, argumen...
"Karena tepat, karakter formal matematika, argumen matematika tetap sehat bahkan ketika mereka panjang dan kompleks. Sebaliknya, argumen akal sehat umumnya dapat dipercaya hanya jika mereka tetap pendek; bahkan argumen non-matematis yang cukup lama dengan cepat menjadi tidak masuk akal."
![](/images/authors/j/jacob-t-schwartz-23199.jpg)
Versi Bahasa Inggris
Because of mathematics precise, formal character, mathematical arguments remain sound even when they are long and complex. In contast, common sense arguments can generally be trusted only if they remain short; even moderately long nonmathematical arguments rapidly becomes farfetched an dubious.
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