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Trust – Is Facebook's Libra Currency a threat to Bitcoin in any conceivable way?

The scale is not peer-to-peer-based and centralized. So it's not a bitcoin-like currency, but a digital currency owned by a very well-known company. Does it pose a potential threat to Bitcoin, except that it may compromise the public's confidence and belief in digital currencies, if that fails?

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Material Design vs Trust – User Experience Stack Exchange

Trust has multiple dimensions and can be built on familiar interaction patterns, effective writing and branding. Frameworks are just one dimension.

Which interaction framework (and patterns) are your users more likely to experience?

familiarity

An interaction framework is used to conserve development resources as well as from a user perspective as a coherent interaction model.

If you are developing for a particular context, i. H. For mobile devices, users may be used to performing framework mobile interactions. But I have no exact rules that I could apply.

Instead, I imagine how to define the dimensions of trust.

From the Neilsen Norman Group: Variations over skilled patterns cause errors

Familiarity is acquired through repetition. Like all human learning, learning a new interface or pattern of interaction follows a power law: it requires many repetitions before people become as fast and efficient as with an old, multi-skilled interface.

Trust is not just visual. From the standpoint of the system, it is reliable that things work the way I understand them. Much of this depends on the expectations of the past.

Good UX writing is a long way

Trust is also built by writing. It's all about privacy, marketing, and what your business does with all of its data. Good and clear communication (and help) makes a long contribution.

Visuals and branding

From the point of view of the brand, you can either attach your own graphics. Since your goal (I assume) is to facilitate the fulfillment of a well-defined user need, test and use what may be most familiar to you.

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<p>	I am not an administrator here!</p>
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When to trust Integrate – Mathematica Stack Exchange

I try to get an analytic expression for the following integral:

f = 16 k Abs[Cos
Integrate[f, {z, 0, 2 Pi/k}, Assumptions -> k > 0 && t > 0]

The answer that Mathematica gives is wrong t> ArcTan[1/Sqrt[1/Sqrt[1/Sqrt[1/Sqrt[2]]:

(* Conditional expression[-((-90Cos[-((-90Cos[-((-90Cos[-((-90Cos

N @% /. t -> 1

(* 102.226 *)

NIntegrieren[f /. {t -> 1, k -> 2}, {z, 0, 2 Pi/2}]

(* 103.146 *)

(These two numerical results should be the same.) The answer is independent of k (eg when changing the variables to k z). When I sit down k = 1 to the IntegrateIt gives me the right (rather complicated) expression. I also know that I can get a simpler expression by dividing the integral into two parts ArcCos[-Kinderbett[-cot[-Kinderbett[-Cot