Perspective:<br/>
Daniel Goldin | Founder and CEO, KnuEdge, Inc.; Administrator, NASA (1<br/>992-2001)
Winston Ma Wenyan | Managing Director, China Investment Corporation (CIC); Author, "Ch<br/>ina's Mobile Economy"

This is a short video clip of Nobel Laureate David Wineland, a physicist at the National Institute of Standards and Technology (NIST), excerpted from a multimedia physics course called Physics for the 21st Century. NIST Physicist James...

Anousheh Ansari, CEO, of XPRIZE Foundation shares insights into the next breakthrough innovations and the technologists chasing those discoveries.

I explain the basic idea of Bohmian Mechanics and how it gives the same results as Quantum Mechanics with out saying things like "a particle is in more than one place at a time"

An explanation and the pros and cons of Pilot Wave Theory aka Bohmian mechanics.

IBM's director of research, Dario Gil describes what CIOs need to know about quantum computing - a technology that may upend everything from encryption to what's possible in business.

What are the most effective ways to spend on cyber security and how should we measure success? Is the spending producing results?

In the early 2000s, physicist found a diamond they’d been searching for. Find out what it was used for.

Boosting performance -- through hardware, software, the cloud, digitization, AI, and other tech -- is a holy grail for CIOs. Where will we find the next big thing?

This video is an simple introduction to quantum mechanics that explains why there is still so much controversy over the meaning of this scientific theory.

This video will focus on why the uncertainty principle happens. Well see that you need surprisingly little to explain it.

In this video, I explain what the Fourier series does, and why it is one of the most surprising results in mathematics. All the plotted graphs in this video were done in Mathematica. If you dont have the program then you can use the free...

In this video, well look at the fourier transform from a slightly different perspective than normal, and see how it can be used to estimate functions.

Research assignment: Teach me about spin. Below there are suggested questions, recommended sources and my social media accounts: QUESTIONS: Questions that require less research: 1. This is our first real example of quantization, the...

Lets talk about one of the most misunderstood but awesome concepts in physics. The Heisenberg uncertainty principle. Or maybe it should be the Heisenberg fuzziness principle instead? Would that confuse less people?

Crowdsourcing delivery vans to go the extra mile, democratizing access to investment opportunities and personalizing the hotel experience. Plus, Michael and Anthony hear from the IBM executive bringing quantum computers to the...

Matrices are often presented as a useful bookkeeping/ commutation tools to students- but there's much more to them. When you understand what a Matrix really is so many parts of Linear Algebra will be completely obvious to you, including...

The potential for quantum computing to crack other countries’ encrypted networks has captured the attention of national governments. Which of the world's fundamental challenges could be solved by quantum computing?

On why I was very wrong. In my previous video, I said that spin isnt very linked to angular momentum at all- but in fact, theres a key property of angular momentum that spin has, suggesting they are linked after all. Book recommendation:...

In this episode Ill describe the uncertainty principle of quantum mechanics and talk about what it really means.

This video is about matrix inverses, and in particular, I try to give a bit more intuition for them- rather than just giving you the formula for the determinant, Cramner's rule, the inverse of 2x2 and 3x3 matrices etc. Along the way, we...

If you are wondering what Calculus is, or what youre teacher was ranting on about, this is a quick look at the basic idea behind it all.

We usually say that infinity isnt real, but here well see how crucial it is to have one very big infinity for the real world; there is an infinite number of numbers. But why do we need real numbers at all? Arent rational numbers...

Vectors may seem very difficult when youre first introduced to them, but I hope this video helps you see theyre not that scary! This is the start of a whole series of linear algebra, and I will cover vectors, the scalar product,...