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This feature was produced in collaboration between Vox Creative and . Vox Media editorial staff was not involved in the creation or production of this content.

There’s been a lot of noise recently about bitcoin, blockchain, and cryptocurrency. Some of it is hype, but some of it points to important forces in the financial services industry. So what does it all mean?

Let's start with some quick definitions. Blockchain is the technology that enables the existence of cryptocurrency (among other things). Bitcoin is the name of the best-known cryptocurrency, the one for which blockchain technology was invented. A cryptocurrency is a medium of exchange, such as the US dollar, but is digital and uses encryption techniques to control the creation of monetary units and to verify the transfer of funds.

Blockchain Bitcoin cryptocurrency

Blockchain also has potential applications far beyond bitcoin and cryptocurrency. Blockchain is, quite simply, a digital, decentralized ledger that keeps a record of all transactions that take place across a peer-to-peer network. The major innovation is that the technology allows market participants to transfer assets across the Internet without the need for a centralized third party.

From a business perspective, it’s helpful to think of blockchain technology as a type of next-generation business process improvement software. Collaborative technology, such as blockchain, promises the ability to improve the business processes that occur between companies, radically lowering the "cost of trust." For this reason, it may offer significantly higher returns for each investment dollar spent than most traditional internal investments.

Financial institutions are exploring how they could also use blockchain technology to upend everything from clearing and settlement to insurance.

When a technology moves so quickly, it’s dangerous to sit on the sidelines. We’re watching blockchain move from a startup idea to an established technology in a tiny fraction of the time it took for the Internet or even the PC to be accepted as a standard tool. Blockchain technology could result in a radically different competitive future for the financial services industry.

Want to dive a little deeper? Here are four resources to help you better understand these changes and what they mean for both businesses and consumers:

Learn about cryptocurrency — Where it came from, how much consumers know about it and use it, what it will take for the market to grow, and what the regulators think. We also look at how market participants, such as investors, technology providers, and financial institutions, will be affected.

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November 03, 2005
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MÜNCHEN — Der Prozessor-IP-Anbieter hat den Münchner Softwarehersteller Keil Elektronik GmbH übernommen. Die Briten wollen mit den 32-Bit-Entwicklungstools von Keil die Softwarelandschaft ihrer Prozessoren anreichern.

Keil Elektronik produziert und vertreibt mit 23 Mitarbeitern eine breite Palette von Entwicklungs-Tools, darunter ANSI-C-Compiler, Macro-Assembler, Debugger, Linker, Library Manager, Firmware und Echtzeit-Kernel. Derzeit nutzen dem Unternehmen zufolge über 100 000 Microcontroller-Entwickler die Software aus Oberbayern.

Zu Keil gehören zwei Unternehmen: die Keil in München und die Keil Software Inc. in Plano, Texas. Das Unternehmen verfügt insgesamt über ein Bruttovermögen von 4,6 Millionen Dollar.

"Die Übernahme von Keil macht es uns möglich, den Fortschritt im 32-Bit-Markt zu beschleunigen, weil wir eine vollständigere und überzeugendere Lösung anbieten können", erläutert Warren East, CEO von ARM. "Die MCU-Anwendungen bewegen sich derzeit weg von 8 und 16 Bit hin zu 32-Bit-Lösungen. Vor diesem Hintergrund wird die Kombination aus unserem Cortex-M3 Prozessor, der speziell für Microcontroller-Anwendungen entwickelt wurde, unserem High-Performance Compiler 'RealView' und den ergänzenden MCU-Tools von Keil eine neue Generation von ARM-MCU-Lösungen ermöglichen."

Trotz der attraktiveren Aussichten für den 32-Bit-Markt werde Keil seine Compiler für 8- und 16-Bit-Microcontroller weiterhin unterstützen, teilt das Unternehmen ergänzend mit.

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When I was six vacationing in the South with my Grandparents, I was confronted with two drinking fountains just outside the diner we were eating at. Call it whatever…I was drawn and drank from the “coloureds only” one. Havoc ensued as several of the “kindhearted” white Southerners instructed me I was drinking out of the “wrong” fountain. A crowd gathered, my Poppie went over to see what was going on. When the Southern man told him, “You had ‘betta’ teach your youngster what’s her fountain”. Poppie replied. “She’ll drink wherever she chooses”, and pulled me from the crowd. I was told someone in the crowd said, “Ignorant Northerners”. Was this my intuition, my guiding force that was a prelude to me being married to a black man now? I don’t know. All, I remember was this intense, overwhelming feeling of “wrongfulness” and sadness which I had o do something about. I am writing a book now of the “Soul”, and am including this experience within it.

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Seeker says

I do not think I am in touch with my intuition at all. Like many, I think I have confused fear and intuition. Most of the time, I believe I am so out of touch with myself. That is sad.

Reply

Elizabeth says

Good Day to you – I just wanted to say thank you with all my heart for your wonderful and amazing articles. They are all so beautifully written and articulated and all have profound meaning for me. I thank you more than you will ever know. I have battled all my life with acute sensitivity. However, being an HSP and an empath are gifts I am so grateful for and your beautiful writings have helped my Soul to fully embrace myself and I way I am. Thank you both for your gentleness, love, wisdom and for bring such beautiful Souls. Thank you with all my heart

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oooho says

So grateful that I found your site. I’ve been looking for answers to intuition amongst many other spiritual concepts and for the first time ever I found clarity in all of them on your site. Bless you.

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Paean says

Pleased to meet another person with a strong inner critic. :)

Learning to listen without judgment is something I’ve had to learn over and over again–sometimes the hard way. It pays off, though.

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Cerina Zuleica Shippey says

The approach can be used, for example, via Loeffler Randall Wraparound Luiza Sandals Discount Factory Outlet bhcAQ
in a few simple steps:

1.) Write an integrand function in C with the function signature double f(int n, double *x, void *user_data) , where x is an array containing the point the function f is evaluated at, and user_data to arbitrary additional data you want to provide.

2.) Now compile this file to a shared/dynamic library (a quick search will help with this as it is OS-dependent). The user must link any math libraries, etc. used. On linux this looks like:

The output library will be referred to as testlib.so , but it may have a different file extension. A library has now been created that can be loaded into Python with ctypes .

3.) Load shared library into Python using ctypes and set restypes and argtypes - this allows Scipy to interpret the function correctly:

The last void *user_data in the function is optional and can be omitted (both in the C function and ctypes argtypes) if not needed. Note that the coordinates are passed in as an array of doubles rather than a separate argument.

4.) Now integrate the library function as normally, here using nquad :

>>>

The Python tuple is returned as expected in a reduced amount of time. All optional parameters can be used with this method including specifying singularities, infinite bounds, etc.

Integrating a set of ordinary differential equations (ODEs) given initial conditions is another useful example. The function Limited Websites Online Alexander Wang Suede Wedge Sandals Lowest Price Genuine Sale Online Cheap The Cheapest 8zLdV1r
is available in SciPy for integrating a first-order vector differential equation:

d y d t = f ( y , t ) ,

given initial conditions y ( 0 ) = y 0 , where y is a length N vector and f is a mapping from R N to R N . A higher-order ordinary differential equation can always be reduced to a differential equation of this type by introducing intermediate derivatives into the y vector.

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