Thursday, January 24, 2013
Saturday, January 19, 2013
أين الحرية، أين الحوار و أيُ سلام ؟
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| Dedicated to the fallen Martyrs |
قِطَطٌ تَجُولُ وَ تَدُورُ، جَائِعَةٌ، لَيْسَ لَهَا طَعَامْ
أَيْنَ الرَحْمَه؟
يَالَهُمْ مِنْ أَغْبِيَاءَ
يُرِيدُونَ السَلاَمْ وَ هُمْ فِي الأَرْضِ لفَاسِدُونْ
فَشَلَ البَلَدْ
فَشَلَتْ الحُكُومَاتْ
بَرَعَ الشَعْبُ فِي فَشَلِهِ وَ إِزْدَادَ جَهَلاً
Tuesday, October 9, 2012
Wonderful Islamic Clock build with HTML5
Wonderful Islamic Clock build with HTML5. Click here to download the Islamic Clock.
Moreover, according to time and Know-How constraint, I didn't succeeded in do it in a professionel way. Since, eliminating the real hands of the clock is not a trivial task, and it requires many effort and Know-How.
However, my acting may help other amateur people understand how you can take a picture from an old clock which doesn't work anymore and renew it in another world ;)
Tuesday, October 2, 2012
The Recursive Twin Pair Conjecture [Updated]
Let’s be (p,q)k the k-th pair of twin prime, then for each twin prime p > 11, it exists a i-th, j-th pair of twin primes (p1,q1)i, (p2,q2)j where i < j < k like :
Example:
(p1,q1)i≔(5,7)2
(p2,q2)j≔(11,13)3
(p,q)k≔(17,19)4
p≔17≔ 5 + 11 + 1
q≔19≔ 7 + 13 - 1
Another visual example can be found underneath :
See also my previous post about: The New Prime Numbers Conjecture.
p ≔ p1 + p2 + 1
q ≔ q1 + q2 - 1
Example:
(p1,q1)i≔(5,7)2
(p2,q2)j≔(11,13)3
(p,q)k≔(17,19)4
p≔17≔ 5 + 11 + 1
q≔19≔ 7 + 13 - 1
Another visual example can be found underneath :
See also my previous post about: The New Prime Numbers Conjecture.
New Prime Numbers Conjecture (derivated from Goldbach's conjecture)
The Weak Form of the Prime Numbers Conjecture:
Every prime number p ≥ 5 can be written as the sum of two primes plus 1.
The Strong Form of the Prime Numbers Conjecture:
Every prime number p > 7 can be written as the sum of two distinctive primes plus 1.
Proof of the weak form:
According to Goldbach’s Conjecture:
Therefore, in order to proof the weak form of the prime numbers conjecture, we have only to proof the Goldbach’s Conjecture.
Proof of the strong form:
(currently no proof for the strong form is available!)
Example:
3=1+1+1
5=1+2+1
***
7=3+3+1
***
11=3+7+1
13=5+7+1
17=5+11+1
19=5+13+1
23=5+17+1
29=11+17+1
31=13+17+1
37=5+31+1
41=3+37+1
43=13+29+1
...
Every prime number p ≥ 5 can be written as the sum of two primes plus 1.
pk ≔ pi + pj + 1, where k > j ≥ i
Every prime number p > 7 can be written as the sum of two distinctive primes plus 1.
pk ≔ pi + pj + 1, where k > j > i and pi ≠ pj
Proof of the weak form:
According to Goldbach’s Conjecture:
“Every even number greater than 2 can be expressed as the sum of two primes.”
This statement is equivalent to say: “That every odd number greater than 3 can be expressed as the sum of two primes plus 1.” And, because a prime number is an odd number, this implies that every prime number greater or equal 5 can be expressed as the sum of two primes plus 1.Therefore, in order to proof the weak form of the prime numbers conjecture, we have only to proof the Goldbach’s Conjecture.
Proof of the strong form:
(currently no proof for the strong form is available!)
Example:
3=1+1+1
5=1+2+1
***
7=3+3+1
***
11=3+7+1
13=5+7+1
17=5+11+1
19=5+13+1
23=5+17+1
29=11+17+1
31=13+17+1
37=5+31+1
41=3+37+1
43=13+29+1
...
Sunday, September 23, 2012
Tunisian Radio Player - Official Version 0.1
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| Splash screen of the application |
Hearing all Tunisian Radio Stations in a single friendly and awesome application.
If you would like to hear different Tunisian radio stations, then this application may be adequate for you.
You can hear all
Tunisian radio stations in one hand.
Download link for version 0.1.0 can be found here:Tunisian Radio Player - Version 0.1.0
Download link for version 0.2.0:
Tunisian Radio Player - Version 0.2.0
See on my other post the next TRP version:
http://karakais.blogspot.de/2012/09/tunisian-radio-player-beta-version-011.html
How to install it?
Download link for version 0.1.0 can be found here:
Download link for version 0.2.0:
Tunisian Radio Player - Version 0.2.0
See on my other post the next TRP version:
http://karakais.blogspot.de/2012/09/tunisian-radio-player-beta-version-011.html
How to install it?
Uncompress the zipped file and click on the setup file to install the application.
Feel free to provide feedback in this occasion.
The application was developed with XAML and Window Presentation Foundation (WPF), and was tested only with the OS Window 7.
Also, in order to install and run it correctly you must have the .Net Framework 4.
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| Tunisian Radio Player - Version 0.1.0 |
The supported radio stations are currently 4 stations, this number is susceptible to be extended in a near future:

- Mosaique FM
- Shems FM
- Jawhara FM
- Express FM
- RTCI *
- Zitouna FM *
- RTCI-National *
- RTCI Jeune *
- RTCI Culture **
- RTCI-(Kef, Monastir, Sfax, Gafsa, Tatouine) **
* Included in the beta version 0.1 and in the future version 0.1.1
** Included in the future version 0.1.1
Features:
** Included in the future version 0.1.1
Features:
- Wheel Mouse to increase the volume
- Rapid play/pause/stop/volume(-/+) buttons are available
in the short view (taskbar) after you reduce the window of the application.
Download previous versions:
Tunisia Radio Player - Beta Version 0.1 (Mai 2012)
Download previous versions:
Which is the best mobile phone to write in the Arabic language?
Currently, the most powerful Mobil device that support writing in the Arabic language is the iPhone and its adequate iOS. Also, all iOS devices from apple have no problems to write in the Arabic language, other competitor like Samsung have difficulty to support it.
Apple supports native languages. However, no dictionary is always incorporated in the iOS like for the Arabic language. Also, there is no adaptation of the way how the user writes.
For example, when you write always “do” in the English language, the iOS should propose this word when you write “d” since it’s mostly used. Techniques to support this kind of learning can be done using the Hidden-Markovian-Model (HMM) for phrases or words. And, this is actually a minus point to a company that claims elegance.
Also, there is no additional popup screen (or similar to the notification screen but on the sides) where you can have some rapid shortcuts, where you can press to write a significant word or a phrase. Like you always do when you write.
Writing for example “I would like” in the English language is time consuming. However, when you have a popup screen where you can push to write for example “would” instantly, it will boost up the way of writing on such devices. This will even contribute to help writers write more rapidly, and to concentrate more on the content then on the process of writing.
This concept of push-button-to-write-a-word is a little bit highlighted in the Arabic keyboard that I developed myself, and that you can find following this post : Virtual Arabic Keyboard.
That's it for me, thanks for reading ;)
| Writing an email (iPhone) in the arabic language using the iOS from apple |
For example, when you write always “do” in the English language, the iOS should propose this word when you write “d” since it’s mostly used. Techniques to support this kind of learning can be done using the Hidden-Markovian-Model (HMM) for phrases or words. And, this is actually a minus point to a company that claims elegance.
Also, there is no additional popup screen (or similar to the notification screen but on the sides) where you can have some rapid shortcuts, where you can press to write a significant word or a phrase. Like you always do when you write.
Writing for example “I would like” in the English language is time consuming. However, when you have a popup screen where you can push to write for example “would” instantly, it will boost up the way of writing on such devices. This will even contribute to help writers write more rapidly, and to concentrate more on the content then on the process of writing.
This concept of push-button-to-write-a-word is a little bit highlighted in the Arabic keyboard that I developed myself, and that you can find following this post : Virtual Arabic Keyboard.
That's it for me, thanks for reading ;)
| Writing an arabic poem using the iPhone (iOS) |
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