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有很多事是难以形容的,比如说爱的快乐,比如说失的痛苦。
大S
将自己的文化包括自信灌输给公司的每个人。
杰克·韦尔奇
只有服从理性,我们才能成人。
笛卡尔
你要包容那些意见跟你不同的人,这样子日子比较好过。你要是一直想改变他,那样子你会很痛苦。要学学怎样忍受他才是。你要学学怎样包容他才是。
村上春树
True leadership is about empowering others to achieve what they thought was impossible.
真正的领导力是赋能他人实现他们认为不可能的事情。
阿尔·库克
真正的新事物,是无法调研的。
彼得·德鲁克
以权利合者,权利尽而交疏。
史记
司马迁
经济确实很像生态系统,有狭窄专长的人能够在某些狭窄领域中做得特别好。动物在合适生长的地方能够繁衍,同样地,那些在商业世界中专注于某个领域——并且由于专注而变得非常优秀——的人,往往能够得到他们无法以其他方式获得的良好经济回报。
查理·芒格
Now I want to take this opportunity to give you some advice. Over the course of your life, you will find that things are not always fair, you will find that things happen to you that you do not deserve, and that are not always warranted, but you have to put your head down, and FIGHT! FIGHT! FIGHT! Never ever ever give up, things will work out just fine. Look at the way I've been treated lately, especially by the media. No politician in history, and I say this is great surety, has been treated worse, more unfairly. You can't let them get you down, you can't let the critics, and the naysayers get in the way of your dream. I guess that's why I won, thank you. I guess that's why we won. Adversity makes you stronger, don't give in, don't back down, and never stop doing what you know is right. Nothing worth doing, ever ever ever came easy, and the more righteous you fight, the more opposition that you will face. I've accomplished a tremendous amount, in a very short time as president.
特朗普
Essentially, children's love is simple. He loves for the sake of sensory impression, which provides him with nourishment for growth.
从本质上来讲,儿童的爱是单纯的,他爱,是为了获得感官印象,这种印象又给他提供了生长的养料。
蒙台梭利
货币的职能是作为交换媒介和价值尺度,方便交易的进行。
亚当·斯密
只有实现科学界、教育当局和实际实践者三方对话的那一天,我们才可以说教育领域的国际合作是完整的。
皮亚杰
真正有资格当富翁的,是那些为更多的人创造就业的机会,为广大的民众开辟道路的经营者们。
爱默生
艺术不是关于视觉,而是关于思想。
黄永砯
我们很少信任比我们好、比我们杰出的人,宁肯避免与他们来往。相反,我们常对与我们相似、和我们有着共同弱点的人吐露心迹。我们并不希望改掉弱点,只希望受到怜悯与鼓励。
加缪
口袋没钱,心里没钱,轻松一辈子;口袋有钱,心里有钱,劳累一辈子;口袋没钱,心里有钱,痛苦一辈子;口袋有钱,心里没钱,快乐一辈子。
星云大师
老师亦是人,也有人之常情,对老师的尊重,首先是对人的尊重。
王安忆
假如他在跳跃的一瞬间具有坚信愿望会实现的心灵力量,他就飞上天空和星星结合在一起了。
赫尔曼·黑塞
人类最终的竞争,是人格境界的竞争。
稻盛和夫
算法研究不仅在于解决问题,还在于理解计算可能性的极限。
The study of algorithms is not just about solving problems, but about understanding the limits of what is computationally possible.
西尔维奥·米卡利
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