Only seven quantum mechanical proofs to go!

只剩七个学证明了！

What is the correct interpretation of quantum mechanics?

学的正确诠释是什么？

In quantum mechanics, all physical forces are carried by certain particles.

在学里，所有的都由特定的粒产生。

In the mid-1900s, Feynman was a front-runner in quantum mechanics and particle physics.

费曼是 20 世纪中期学和粒物理学的领跑者。

But systems on the scale of atoms behave according to the laws of quantum mechanics.

但是，原规模的系统被学定律所掌控。

The upshot is that the butterfly effect seems not to apply to quantum systems.

结果是蝴效应似乎不适用于学。

And believe it or not, you can calculate that number using quantum mechanics.

信不信由你，你可以用学计算出这个数字。

But truly random numbers can be generated through quantum mechanical processes.

但是真正的随机数字可以通过学过程产生。

My main reason of coming out here is to do some quantum mechanics, OK?

来这里的主要原因是要讲一些学的知识， 知道了吧？

I did not come here to frighten you all with quantum mechanics -- not yet.

并不是来这里用学来吓你们的 -- 至少现在还不是。

" Your particles are just obeying their quantum-mechanical marching orders, " Greene says.

“粒只是在遵循学的运动命令而已，”格林说。

Quantum mechanics. That describes the basic particles and forces that make up reality.

学，这个理论描绘了现实物质中基本的粒和纠缠的。

While still a young man he made important contributions to quantum mechanics.

他年轻时就对学做出了重要贡献。

I don't blame the biologists for not having to or wanting to learn quantum mechanics.

也不怪生物学家不用或不想学习学。

Some curious chemistry is going on in deep space — apparently thanks to quantum mechanics.

一些不寻常的化学现象正在宇宙深处上演着——显然这要感谢学。

So, Leonard, Howard says you're working on fundamental tests of quantum mechanics.

莱纳德，霍华德说你正在进行一些学的基本测试。

Actually, I was referring to a thought experiment concerning a paradox in quantum mechanics.

实际上，刚才指的是一个思维实验，关于学中的一个悖论。

And yet when you try to combine quantum mechanics and general relativity, everything goes crazy.

然而，当你试图把学和广义相对论结合起来时，一切都变得疯狂起来。

The equation couldn't reconcile relativity with quantum mechanics.

因为这个方程不能调和相对论和学。

If you do the quantum mechanics, it's completely allowed.

如果用学来计算，分裂属性完全可行。