This is a follow up to my previous post on implementing a prefix tree in C#.
This is the main program:
SELECT some_column = (your select query
for xml path(''))
SELECT Documente = (SELECT coalesce(td.Descriere+',','') as [text()] FROM Document d
INNER JOIN TipDocument td ON d.TipDocumentId = td.Id for xml path(''))
Just in case you also received this error:
Unable to start debugging on the web server. Debugging failed because
integrated Windows authentication is not enabled. Please see Help for
assistance
Here is what I did to not get it any more
HKEY_LOCAL_MACHINE\SOFTWARE\Microsoft\Windows\CurrentVersion\App Paths\
Example photoshop.exe
I wrote this function in C# to do this for me:
///
/// get the path to a specific application from the registry
///
/// name of the application exe
///
public static string GetApplicationPath(string ExeName)
{
try
{
RegistryKey OurKey = Registry.LocalMachine;
OurKey = OurKey.OpenSubKey(@"Software\Microsoft\Windows\CurrentVersion\App Paths\"+ExeName, true);
if (OurKey != null)
return OurKey.GetValue("").ToString();
else
return "";
}
catch(Exception ex)
{
return "";
}
}
Visual Studio needs to be reset(in order to change a setting) / is frozen / doesn’t work right
1. Close all instances of VS
2. Click Start > Run...
3. Type "devenv /resetuserdata"
4. Open task manager and wait until devenv.exe process is finished executing
5. Restart VS2005
In Win 7:
search for the folder in which devenv.exe can be found
follow the steps above but instead of typing “devenv /resetuserdata” type “devenv.exe /resetuserdata”
If when you try to open a database or attaching a .mdf file you get the error:
is compressed but does not reside in a read-only database or filegroup. The file must be decompressed.
So here is the algorithm I followed to solve this issue:
1. only if an existing database gives this error detach the database – right click -> Detach
2. closed all SQL Server Management Studio instances
3. Stop the SQL Server service.. (Start->Run -> services.msc)
4. Selected .mdf file(should be blue if compressed ) Right click properties -> Advanced -> Uncheck "Compress files to save disk space"
5.(re)attach .mdf file
SET DATEFIRST 1 --start day is Monday
SET DATEFIRST 7 --start day is Sunday – default
To test it PRINT @@DATEFIRST 
Select the file right click->”Properties”->click the”Security” Tab->click the “Add” tab->write YOURCOMPUTERNAME/ASPNET replacting YOURCOMPUTERNAME with your computer’s name->check the “full control” checkbox below-> click “OK”
When calling the file from the code write with two “\” where one is found in the path for example c:\\q.xml.
private void Output(XmlNode xnodeOutput,bool bOutputToFile)
{
try
{
XmlDocument xdocOutput = new XmlDocument();
XmlNode xnodeTemp = xdocOutput.ImportNode(xnodeOutput, true);
XmlElement xWC = xdocOutput.CreateElement("whatever");
xdocOutput.AppendChild(xnodeTemp);
Use:
Convert.ToBase64String(System.Text.Encoding.Unicode.GetBytes(
To Encode
System.Text.Encoding.Unicode.GetString(Convert.FromBase64String(
To decode
This should work for both GET and POST
Don’t use:
“#”
Use:
Anything else
Reason:
Browsers interpret # as end of string
Don’t take my word for it test it in the address bar http://www.google.com#www.microsoft.com
To display/hide runat="server" divs in asp.net
Don’t use:
Divid.visible = true/false
Use:
Divid.attributes[“style”] = “display:none”/ “display:block”
Reason:
You won’t have javascript access to those divs
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
using System.Threading;
namespace ParalelErathostenes
{
    /// 
    /// Finds prime numbers starting from 2 and up to a given value
    ///  
    class Program
    {
        /*         
        1. Create a list of natural numbers 2, 3, 4, 5, ….., n.  None of which is marked. Each process 
        creates its share of lists. 
        2. Set k to 2, the first unmarked number on the list. Each process does this. 
        3. Repeat: Each process marks its share of list 
        a. Mark all multiples of k between k² and n. 
        b. Find the smallest number greater than k that is unmarked. Set  k to this new 
        value 
        c. Process 0 broadcasts k to rest of processes. 
        Until k² > n. 
        4. The unmarked numbers are primes. 
        5. Reduction to determine number of primes
        */
        /// 
        /// possible status of each thread used by this program
        ///  
        enum ThreadStatus
        {
            DoingStuff = 0,
            Waiting = 1,
            Dead = 2
        };
        /// 
        /// Statuses for all the threads started
        ///  
        static ThreadStatus[] ThreadStatuses;
        /// 
        /// array that stores wether a number is prime or not true = prime, false = not prime
        /// this array should be as long as the maximum number up to which you want to find primes
        ///  
        static bool[] nums;
        /// 
        /// k from the algorithm above
        ///  
        static int k;
        /// 
        /// n from the algorithm above
        ///  
        static int n;
        /// 
        /// nr of threads that compute primes - this is actually the number of worker threads because one 
        /// extra thread will handle just finding the smallest remainig prime and broadcasting it to all the 
        /// other threads
        ///  
        static int nrThreads;
        /// 
        /// changes status of all worker threads to "DoingStuff"
        ///  
        static void MakeWorkerThreadsDoStuff()
        {
            for (int i = 1; i < nrThreads + 1; i++)
            {
                ThreadStatuses[i] = ThreadStatus.DoingStuff;
            }
        }
        /// 
        /// changes status of all worker threads to "Waiting"
        ///  
        static void MakeWorkerThreadsWait()
        {
            for (int i = 1; i < nrThreads + 1; i++)
            {
                ThreadStatuses[i] = ThreadStatus.Waiting;
            }
        }
        /// 
        /// changes status of all worker threads to "Dead"
        ///  
        static void KillWorkerThreads()
        {
            for (int i = 1; i < nrThreads + 1; i++)
            {
                ThreadStatuses[i] = ThreadStatus.Dead;
            }
        }
        /// 
        /// checks wether at least one of the worker threads is still doning something
        ///  
        ///  
        static bool WorkerThreadsDoingStuff()
        {
            for (int i = 1; i < nrThreads + 1; i++)
            {
                if (ThreadStatuses[i] == ThreadStatus.DoingStuff)
                    return true;
            }
            return false;
        }
        /// 
        /// checks wether at least one of the worker threads is waiting(on stand by)
        ///  
        ///  
        static bool WorkerThreadsWaiting()
        {
            for (int i = 1; i < nrThreads + 1; i++)
            {
                if (ThreadStatuses[i] == ThreadStatus.Waiting)
                    return true;
            }
            return false;
        }
        /// 
        /// checks wether the main thread is in wairing mode
        ///  
        ///  
        static bool MainThreadWaiting()
        {
            return (ThreadStatuses[0] == ThreadStatus.Waiting);
        }
        /// 
        /// checks if all threads are done working and waiting
        ///  
        ///  
        static bool AllThreadsDead()
        {
            foreach (var threadStatus in ThreadStatuses)
            {
                if (threadStatus != ThreadStatus.Dead)
                    return false;
            }
            return true;
        }
        /// 
        /// each thread runs this function it marks non prime numbers within it's given range
        /// between start and stop
        ///  
        /// 
        static void MarkNonPrimes(int ThreadNr)
        {
            while (ThreadStatuses[ThreadNr] == ThreadStatus.Waiting)
            {
                Thread.Sleep(1);
            }
            if (ThreadStatuses[ThreadNr] == ThreadStatus.Dead)
                return;
            //stores how many numbers we have to decide are primes or non primes
            int nrOfNumbers = n - k * k;
            //divide that by the number of threads to get the interval within which each thread should 
            //look for primes
            int interval = nrOfNumbers / nrThreads;
            //for this thread and this value of k start at this value
            int startNumber = k * k + interval * (ThreadNr - 1);
            //and end at this value
            int stopNumber = (ThreadNr == nrThreads) ? n : startNumber + interval;
            lock (nums)
            {
                for (int j = startNumber; j < stopNumber; j++)
                {
                    //Mark all multiples of k between k² and n. 
                    if (j % k == 0)
                        nums[j] = false;
                }
            }
            //nothig to do now but wait
            ThreadStatuses[ThreadNr] = ThreadStatus.Waiting;
            MarkNonPrimes(ThreadNr);
        }
        /// 
        /// this is the main thread's function it manages the worker therads and finds the smallest prime
        /// when the worker threads finish marking non primes
        ///  
        static void FindSmallestPrimeAndBroadcast()
        {
            while (WorkerThreadsDoingStuff())
            {
                Thread.Sleep(1);
            }
            //c. Process 0 broadcasts k to rest of processes. 
            for (int i = k + 1; i < n; i++)
            {
                if (nums[i])
                {
                    k = i;
                    break;
                }
            }
            //Until k² > n. 
            if (k * k > n)
            {
                //kill worker threads
                KillWorkerThreads();
                //commit suicide
                ThreadStatuses[0] = ThreadStatus.Dead;
                return;
            }
            //all worker threads can now read the correct new value of k so they can all get to work
            MakeWorkerThreadsDoStuff();
            FindSmallestPrimeAndBroadcast();
        }
        static void Main(string[] args)
        {
            n = 100;
            nrThreads = 10;
            //add one because one main thread is needed to manage all the others
            ThreadStatuses = new ThreadStatus[nrThreads + 1];
            //1. Create a list of natural numbers 2, 3, 4, 5, ….., n.  None of which is marked.
            nums = new bool[n];
            //suppose all these are primes, we will then start marking them as non primes
            for (int i = 2; i < n; i++)
                nums[i] = true;
            //initialize k with 1, start looking for primes bigger than 1, 1 is not a prime
            k = 1;
            //make sure all threads are waiting so they don't run out and find primes on their 
            //own without the main thread regulating them
            MakeWorkerThreadsWait();
            //this is the main thread
            var _mainThread = new System.Threading.Thread(() => FindSmallestPrimeAndBroadcast());
            _mainThread.IsBackground = true;
            _mainThread.Start();
            //worker threads
            for (int i = 1; i < nrThreads + 1; i++)
            {
                //need to declare this as a locol variable so that the value passed to the thread
                //won't be changed causing chaos
                var localI = i;
                var _workerThread = new System.Threading.Thread(() => MarkNonPrimes(localI));
                _workerThread.IsBackground = true;
                _workerThread.Start();
            }
            //wait for all threads to end
            while (!AllThreadsDead())
            //commenting the line above and decommenting the one below really help with debugging
            //because you don't constantly get sidetracked to AllThreadsDead() when pressing F5
            //while (true)
            {
                Thread.Sleep(1);
            }
            //print the primes you found
            for (int i = 0; i < n; i++)
                if (nums[i])
                    Console.WriteLine(i);
        }
    }
}
From the very first days in our lives as programmers , we’ve all dealt with data structures: Arrays, linked lists, trees, sets, stacks and...