All Classes
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All Classes Interface Summary Class Summary Enum Summary Exception Summary Class Description AugmentedMatrix BigAugmentedMatrix BigFraction Can store any rational number.BigMatrix A matrix ofBigFractionvaluesBigMatrix.DataProvider A function that returns the value that should go in a cell in a matrix based on the row and columnBigVector A vector withBigFractionelementsBKZ CallType<T> Represents a type of random call you are expectingDynamicProgram Enumerate FilteredSkip GaussJordan GaussJordan.ReduceColumnPredicate JavaCalls LCG LLL This algorithm is as described in A course in Computational Algebraic Number Theory The run down is: Given a basis b0,b2,...,bn-1 of a lattice L (can be given by its Gram matrix), we transform the vector bi such as they form a LLL-reduced basis, we also provide a coordinates matrix H that can map the LLL-reduced terms to the original basis.LUDecomposition LUDecomposition.BigResult LUDecomposition.Result Matrix A matrix of double valuesMatrix.DataProvider A function that returns the value that should go in a cell in a matrix based on the row and columnMth NextBooleanCall NextDoubleCall NextDoubleCall.DoubleRange NextFloatCall NextFloatCall.FloatRange NextIntCall NextIntCall.IntRange NextLongCall NextLongCall.LongRange Optimize Optimize.Builder Pair<A,B> Params ParseException Deprecated. Program ProgramBuilder ProgramInstance Rand RandomReverser RangeableCallType<T extends java.lang.Comparable<T>> RangeCallType<T extends java.lang.Comparable<T>> Result StringParser Deprecated. StringUtils StringUtils.TableCellFunction<T> SystemSolver SystemSolver.BigResult SystemSolver.BigResult.Type SystemSolver.Phase SystemSolver.Result SystemSolver.Result.Type Token Deprecated. UnboundedNextIntCall UnboundedNextIntCall.IntRange Vector A vector with double elements