Merge pull request #176 from mlemanczyk/codex/replace-concurrentdictionary-with-dictionary-and-lock
Refine primality caching and small factor loop
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1 file changed
+68
-24
@@ -5,8 +5,8 @@ using System.Diagnostics;
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using System.Numerics;
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using System.Runtime.CompilerServices;
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using System.Runtime.InteropServices;
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using System.Threading;
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using PerfectNumbers.Core.Gpu;
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using System.Collections.Concurrent;
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namespace PerfectNumbers.Core;
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@@ -787,14 +787,66 @@ internal static partial class PrimeOrderCalculator
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}
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// [ThreadStatic]
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private static ConcurrentDictionary<ulong, bool>? _primalityCache = [];
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private static Dictionary<ulong, bool>? _primalityCache;
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private static readonly ReaderWriterLockSlim _primalityCacheLock = new(LockRecursionPolicy.NoRecursion);
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// [ThreadStatic]
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// private static UInt128 _isPrimeHits;
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private static bool TryGetCachedPrimality(ulong value, out bool isPrime)
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{
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_primalityCacheLock.EnterReadLock();
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try
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{
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Dictionary<ulong, bool>? cache = _primalityCache;
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if (cache is null)
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{
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isPrime = default;
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return false;
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}
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return cache.TryGetValue(value, out isPrime);
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}
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finally
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{
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_primalityCacheLock.ExitReadLock();
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}
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}
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private static void CachePrimalityResult(ulong value, bool isPrime)
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{
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_primalityCacheLock.EnterWriteLock();
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try
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{
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Dictionary<ulong, bool>? cache = _primalityCache;
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if (cache is null)
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{
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cache = new Dictionary<ulong, bool>();
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_primalityCache = cache;
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}
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cache[value] = isPrime;
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}
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finally
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{
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_primalityCacheLock.ExitWriteLock();
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}
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}
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private static bool GetOrComputePrimality(ulong value)
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{
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if (TryGetCachedPrimality(value, out bool isPrime))
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{
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return isPrime;
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}
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isPrime = Open.Numeric.Primes.Prime.Numbers.IsPrime(value);
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CachePrimalityResult(value, isPrime);
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return isPrime;
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}
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private static PartialFactorResult PartialFactor(ulong value, in PrimeOrderSearchConfig config)
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{
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var primalityCache = _primalityCache;// ??= [];
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if (value <= 1UL)
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{
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return PartialFactorResult.Empty;
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@@ -865,17 +917,8 @@ internal static partial class PrimeOrderCalculator
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// continue;
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// }
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if (!primalityCache!.TryGetValue(composite, out bool isPrime))
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{
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// Console.WriteLine($"Checking composite {composite}");
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isPrime = Open.Numeric.Primes.Prime.Numbers.IsPrime(composite);
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_ = primalityCache.TryAdd(composite, isPrime);
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}
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// else
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// {
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// Console.WriteLine($"isPrimeHits = {++_isPrimeHits}");
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// }
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bool isPrime = GetOrComputePrimality(composite);
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if (isPrime)
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{
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AddFactorToCollector(ref useDictionary, ref counts, primeSlots, exponentSlots, ref factorCount, composite, 1);
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@@ -906,12 +949,8 @@ internal static partial class PrimeOrderCalculator
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for (int i = 0; i < pendingCount; i++)
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{
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ulong composite = pending[i];
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if (!primalityCache!.TryGetValue(composite, out bool isPrime))
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{
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// Console.WriteLine($"Checking composite {composite}");
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isPrime = Open.Numeric.Primes.Prime.Numbers.IsPrime(composite);
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_ = primalityCache.TryAdd(composite, isPrime);
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}
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bool isPrime = GetOrComputePrimality(composite);
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if (isPrime)
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{
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AddFactorToCollector(ref useDictionary, ref counts, primeSlots, exponentSlots, ref factorCount, composite, 1);
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@@ -1166,14 +1205,19 @@ internal static partial class PrimeOrderCalculator
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continue;
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}
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// TODO: Can we calculate this using residue stepping? We can try reusing modulo calculation for division result or the other way around
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// Use DivRem to reuse a single division for the quotient and remainder.
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int exponent = 0;
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do
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while (true)
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{
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remainingLocal /= primeCandidate;
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ulong quotient = Math.DivRem(remainingLocal, primeCandidate, out ulong divisionRemainder);
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if (divisionRemainder != 0UL)
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{
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break;
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}
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remainingLocal = quotient;
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exponent++;
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}
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while ((remainingLocal % primeCandidate) == 0UL);
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if (factorCount >= capacity)
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{
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