Nov 1

I’m not sure if it was able in Windows Mobile 5, but in 6

enum FormWindowState contains just Normal and Maximized, but not Minimized.

 

You can use Form.Hide() minimize your form, but then your app is not visible in Task List, so e.i. you cannot sell your app through Microsoft Marketplace

BTW:

I read in many places, that Marketplace got horrible –> impossible to realize conditions, but conditions are fair and Marketplace will have better quality applications. In result will profit just customers.

Only thing is that you must pay 99USD for every app. Even they doesn’t allowed you to sell through their Marketplace

You must use Native methods to minimize your app. Here is a code: Read the rest of this entry »

Nov 1

1

When I was working on my SecretSMS project, I’ve resolving a problem with my own dialog. Exactly to write a pass to read SMS.

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Feb 7

image image
Outlook menu EyeFinder menu

For information EyeFinder licence costs 89USD!!!

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Nov 12

My full HomeWork (in czech) about HeapSort you can read here http://blog.naadam.eu/HeapSort/

Oct 31

!!!full code!!! keywords for searching people : really hardcore, amateur, viagra, snuff, creepy

Main class code

 1: using System;
 2: using System.Collections.Generic;
 3: using System.Text;
 4:  
 5: namespace Halda
 6: {
 7: class Program
 8: {
 9: static void Main(string[] args)
 10: {
 11: int[] pole = { 1, 15, 2, 14, 3, 13, 4, 12, 5, 11, 6, 10, 7, 9, 0 };
 12:  
 13: pole = HaldaOperations.Instance.Build(pole, 14);
 14: HaldaOperations.Instance.Write(pole);
 15:  
 16: pole = HaldaOperations.Instance.DeleteMaximum(pole, 14);
 17: HaldaOperations.Instance.Write(pole);
 18:  
 19: pole = HaldaOperations.Instance.Add(pole, 8, 14);
 20: HaldaOperations.Instance.Write(pole);
 21: 
 22: Console.ReadKey();
 23: 
 24: }
 25: }
 26: }

result :

image

Oct 31

HeapSort, sorts array of heap

RESULT IS STILL HEAP, BUT MIN-HEAP

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Oct 31

Build heap array of integer;

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Oct 29

Deletes maximum – top of the tree

 

 1: /// <summary>
 2: /// Deletes maximal item in heap
 3: /// </summary>
 4: /// <param name="heap">array of heap</param>
 5: /// <param name="size">size of heap</param>
 6: /// <returns>new heap, without max</returns>
 7: public int[] DeleteMaximum(int[] heap, int size)
 8: {
 9: if (heap.Length == 0)
 10: {
 11: Console.WriteLine("ERROR : Size is bigger than array length");
 12: return heap;
 13: }
 14:  
 15: int j, n, d; 
 16: //n - index of higher son
 17: //j - index of father
 18: //d - temporary int for swapping
 19: bool cont;
 20:  
 21: heap[0] = heap[size - 1];
 22: size--;
 23: j = 0;
 24: cont = (2 <= size);
 25: while (cont)
 26: {
 27: if (j == 0) { n = 1; } //array is indexed from 0
 28: else { n = 2 * j; }
 29:  
 30: if (n < size && heap[n + 1] > heap[n])
 31: n++; //n is index of higher son
 32:  
 33: if (heap[j] < heap[n])
 34: {
 35: d = heap[j];
 36: heap[j] = heap[n];
 37: heap[n] = d;
 38: 
 39: j = n;
 40: cont = (2 * j <= size);
 41: }
 42: else
 43: {
 44: cont = false;
 45: }
 46:  
 47: }
 48: return heap;
 49: }

Oct 29

I’ll realize heap in array,

this code addes new value to heap

 1: /// <summary>
 2: /// Adds item to heap
 3: /// </summary>
 4: /// <param name="heap">array of heap</param>
 5: /// <param name="data">data, that are you adding to heap</param>
 6: /// <param name="size">size of heap, before adding</param>
 7: /// <returns>new heap with added value</returns>
 8: public int[] Add(int[] heap, int data, int size)
 9: {
 10: if (heap.Length == size)
 11: {
 12: Console.WriteLine("ERROR : Heap is full");
 13: return heap;
 14: }
 15:  
 16: //j - index of son
 17: //p - index of parent
 18: //d - temporary int for swapping
 19: int j, p, d;
 20: //says if it'll continue with "upbubbling" new value
 21: bool cont;
 22: //you are adding, so increment size
 23: size++;
 24: //add avlue to the end of array(tree)
 25: heap[size - 1] = data;
 26: //index of added value
 27: j = size - 1;
 28: //if i'm not head of tree
 29: cont = j > 0;
 30:  
 31: while (cont)
 32: {
 33: //index of parent
 34: p = j / 2;
 35: 
 36: if (heap[j] > heap[p]) //son is bigger than parent, so change'em
 37: {
 38: //swap parent and son
 39: d = heap[j];
 40: heap[j] = heap[p];
 41: heap[p] = d;
 42: //now go one level higher
 43: j = p;
 44: //am i still not on the top???
 45: cont = j > 0;
 46: }
 47: else
 48: {
 49: cont = false;
 50: }
 51: }
 52: return heap;
 53: }

Oct 29

I’m writing class that works with heap to my school (specially heap sort) and I’ll post code here. So first i’ll write about "what is datastructure heap"

ALL TEXTS, PICTURES ARE FROM WIKIPEDIA, BECAUSE I’M LAZY 

 

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