Stitching function unit tests

This commit is contained in:
Jakub Melka
2019-03-10 10:54:04 +01:00
parent 234b7c77f7
commit 214af0629d
3 changed files with 204 additions and 3 deletions

View File

@@ -229,6 +229,74 @@ PDFFunctionPtr PDFFunction::createFunctionImpl(const PDFDocument* document, cons
case 3:
{
// Stitching function
std::vector<PDFReal> bounds = loader.readNumberArrayFromDictionary(dictionary, "Bounds");
std::vector<PDFReal> encode = loader.readNumberArrayFromDictionary(dictionary, "Encode");
if (domain.size() != 2)
{
throw PDFParserException(PDFParsingContext::tr("Stitching function can have only one input value."));
}
if (dictionary->hasKey("Functions"))
{
const PDFObject& functions = document->getObject(dictionary->get("Functions"));
if (functions.isArray())
{
const PDFArray* array = functions.getArray();
if (array->getCount() != bounds.size() + 1)
{
throw PDFParserException(PDFParsingContext::tr("Stitching function has different function count. Expected %1, actual %2.").arg(array->getCount()).arg(bounds.size() + 1));
}
std::vector<PDFStitchingFunction::PartialFunction> partialFunctions;
partialFunctions.resize(array->getCount());
if (encode.size() != partialFunctions.size() * 2)
{
throw PDFParserException(PDFParsingContext::tr("Stitching function has invalid encode array. Expected %1 items, actual %2.").arg(partialFunctions.size() * 2).arg(encode.size()));
}
std::vector<PDFReal> boundsAdjusted;
boundsAdjusted.resize(bounds.size() + 2);
boundsAdjusted.front() = domain.front();
boundsAdjusted.back() = domain.back();
std::copy(bounds.cbegin(), bounds.cend(), std::next(boundsAdjusted.begin()));
Q_ASSERT(boundsAdjusted.size() == partialFunctions.size() + 1);
uint32_t n = 0;
for (size_t i = 0; i < partialFunctions.size(); ++i)
{
PDFStitchingFunction::PartialFunction& partialFunction = partialFunctions[i];
partialFunction.function = createFunctionImpl(document, array->getItem(i), context);
partialFunction.bound0 = boundsAdjusted[i];
partialFunction.bound1 = boundsAdjusted[i + 1];
partialFunction.encode0 = encode[2 * i];
partialFunction.encode1 = encode[2 * i + 1];
const uint32_t nLocal = partialFunction.function->getOutputVariableCount();
if (n == 0)
{
n = nLocal;
}
else if (n != nLocal)
{
throw PDFParserException(PDFParsingContext::tr("Functions in stitching function has different number of output variables."));
}
}
return std::make_shared<PDFStitchingFunction>(1, n, std::move(domain), std::move(range), std::move(partialFunctions));
}
else
{
throw PDFParserException(PDFParsingContext::tr("Stitching function has invalid functions."));
}
}
else
{
throw PDFParserException(PDFParsingContext::tr("Stitching function hasn't functions array."));
}
}
case 4:
{
@@ -476,6 +544,21 @@ PDFFunction::FunctionResult PDFExponentialFunction::apply(PDFFunction::const_ite
return true;
}
PDFStitchingFunction::PDFStitchingFunction(uint32_t m, uint32_t n,
std::vector<PDFReal>&& domain,
std::vector<PDFReal>&& range,
std::vector<PDFStitchingFunction::PartialFunction>&& partialFunctions) :
PDFFunction(m, n, std::move(domain), std::move(range)),
m_partialFunctions(std::move(partialFunctions))
{
Q_ASSERT(m == 1);
}
PDFStitchingFunction::~PDFStitchingFunction()
{
}
PDFFunction::FunctionResult PDFStitchingFunction::apply(const_iterator x_1,
const_iterator x_m,
iterator y_1,

View File

@@ -70,6 +70,12 @@ public:
QString errorMessage;
};
/// Returns number of input variables
inline uint32_t getInputVariableCount() const { return m_m; }
/// Returns number of output variables
inline uint32_t getOutputVariableCount() const { return m_n; }
using iterator = PDFReal*;
using const_iterator = const PDFReal*;
@@ -112,7 +118,7 @@ protected:
/// \param y_max End of the output interval
static inline constexpr PDFReal interpolate(PDFReal x, PDFReal x_min, PDFReal x_max, PDFReal y_min, PDFReal y_max)
{
return y_min + x * (y_max - y_min) / (x_max - x_min);
return y_min + (x - x_min) * (y_max - y_min) / (x_max - x_min);
}
/// Performs linear interpolation between c0 and c1 using x (in range [0.0, 1.0]). If x is not of this range,
@@ -215,7 +221,7 @@ private:
/// is defined as f(x) = c0 + x^exponent * (c1 - c0). If exponent is 1.0, then linear interpolation
/// is performed as f(x) = c0 * (1 - x) + x * c1. To be more precise, if exponent is nearly 1.0,
/// then linear interpolation is used instead.
class PDFExponentialFunction : public PDFFunction
class PDFFORQTLIBSHARED_EXPORT PDFExponentialFunction : public PDFFunction
{
public:
/// Construct new exponential function.
@@ -252,7 +258,7 @@ private:
/// Stitching function (Type 3 function)
/// This type of function has always exactly one input. Transformation of this function
/// is defined via k subfunctions which are used in defined intervals of the input value.
class PDFStitchingFunction : public PDFFunction
class PDFFORQTLIBSHARED_EXPORT PDFStitchingFunction : public PDFFunction
{
public:
struct PartialFunction