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Daihinia is the fastest, simplest and easiest way to create a secure WiFi Hotspot. Create hotspot in seconds, easy to share any data, and works on any wifi adapter. Create a free wireless hotspot with unlimited Internet access and share it with your devices! Daihinia is a powerful app that creates a WIFI hotspot with unlimited internet access and allows users to connect their smartphone, tablet or PC wirelessly to a private WIFI network. Take a note of your hotspot WiFi password! Connect your device to the hotspot to use internet via WiFi or Mobile Internet and your device will save your hotspot WIFI password! This is the safest way to connect to your hotspot WIFI! Works with any Wifi Adapter Daihinia works with any WIFI adapter. The connection will not be limited to WIFI only, you can use this app for mobile internet also. Unlimited Internet Access Use Internet on your mobile device as much as you want. It's a free WiFi! How to create a WIFI Hotspot You don't need any special knowledge to use Daihinia! Step 1 Start Daihinia, select WIFI hotspot and wait. Step 2 Choose the interface you like most. Step 3 Select the SSID you would like to use. Step 4 Give your hotspot an optional password. Step 5 Daihinia will create the hotspot and show you its info. Step 6 Connect your device to the hotspot. Step 7 Enjoy using internet through the hotspot. What is "Ad-Hoc" A "Hotspot" is a device that allows other devices to connect to it for free. This is known as "Ad-hoc" wifi. A hotspot is created by combining two devices together to create a "virtual wifi" network. In a normal wifi network, your wifi router acts like a wifi hotspot, while devices connected to this network are able to connect to the router. The "virtual wifi" hotspot created by Daihinia is limited to only 2 devices connecting to it. An additional benefit is that you don't need to buy a wifi router. The hotspot created by Daihinia is safe, stable, secure and reliable. What is "Enterprise" An Enterprise Hotspot
Daihinia is a new ad-hoc Wifi network tool that can help you to setup an easy connection between your PC, smartphone, tablet, or even a game console. You can share your documents, folders, pictures or even play games together, securely, in minutes. The application is simple to use and it only requires a few clicks to set it up. CNET Editors' Rating The Good Easy setup, intuitive interface, works well even on older PCs The Bad No visible options on the main screen Search for software here! The Bottom Line If you need to setup a secure WiFi network, quickly, and don't want to fiddle with cumbersome configuration settings, Daihinia is the application for you.Q: Show there is no rational torsion in a finite-dimensional $k$-vector space $V$ I'm studying for my final and am stuck on this problem. I am asked to show that the statement "there is no rational torsion in a finite-dimensional $k$-vector space $V$" is true by proving that the only elements in $V$ whose order is a power of $p$ for some prime $p$ are zero. Now, to begin, I believe that the following is true: $$\forall a \in V, a^n = 0 \text{ or } p \iff a = 0$$ If this is true, it's pretty much done since every element of $V$ has an inverse. Otherwise, I was told that my proof is incorrect, and that the argument is actually the contrapositive, i.e. assuming the existence of a non-zero element $v$ such that $v^n = 0$ for some natural number $n$, the problem is essentially solved. I haven't been able to find any counter-examples to this statement. I can't use the fact that every element in $V$ has an inverse and that implies that $V$ is a field. How do I solve this? A: There are many counter-examples: $p$-adic spaces are good examples: If $k = \mathbb{Q}_p$ and $V$ is a non-zero $\mathbb{Q}_p$-vector space then $V = \mathbb{Q}_p$ since any non-zero element $v$ of $V$ satisfies the conditions for being a torsion element. But the space $\mathbb{Q}_p \times \mathbb{Q}_p$ is a non-trivial vector space.
Minimum: OS: Windows 7, Windows 8, Windows 8.1, Windows 10 (64-bit OS required) Processor: Intel Core i3 @ 2.40 GHz or AMD Phenom II X4 @ 2.70 GHz, 4 GB RAM Hard Disk: 30 GB free space Graphics: Intel HD Graphics 4000 or Radeon HD 7000 or better, 1 GB VRAM or higher Additional: AC Power Supply, Headset and Keyboard Recommended: OS: Windows 7, Windows 8, Windows 8.1, Windows
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