Current location - Training Enrollment Network - Mathematics courses - How to explain Leo Chou's powerful computing power in the super brain?
How to explain Leo Chou's powerful computing power in the super brain?
I tend to think that Leo Chou invented a fast calculation method similar to logarithm (maybe just logarithm), and then memorized a logarithm look-up table. The real mathematical genius should be that when he tells the calculation method in his head step by step, you still feel great, not pretending to be a ghost. Genius has either super violent computing power or extraordinary simplification ability. For example, in the third grade of primary school, Gauss independently came up with a fast calculation method of 1 plus 100. Another example is the landlord.

Post Hua's article "Genius and Exercise". Hua could have said the answer, smiled without saying a word, and let the onlookers worship at will, but he explained his approach in detail. Although the method of solving problems is simple, Hua Lao's ability to quickly grasp the essence of the problem and simplify the complex is admirable, which shows the quality of a mathematician.

There is no doubt that Leo Chou is better at calculating than you and me, but at present I think he has reservations about genius. Genius must be a genius based on "white box", not a genius relying on "black box"

Methods: Play tricks (whether the reason is "hidden" or "intellectual property confidentiality"). The negative example is a group of ear prodigies in the late 1970s. Without this constraint, the magician must be the strongest genius.

To sum up, sticking to the "black box" method can only get the evaluation of "magician" from me, not "genius".

165438+1October 4th news, Google Doodle put on a new outfit today. Today's Google Doodle is a computer panel style, which was designed in memory of Indian genius mathematician Xia Quintarra. Shakuntala devi's 84th birthday. Xia Kun Tara? Shakuntala devi is also called "human brain computer".