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absCalculate an acceptance interval for abs(n)
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absolutean interval of the absolute error around the point
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acosCalculate an acceptance interval for acos(n)
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acoshCalculate an acceptance interval of acosh(x) using log(x + sqrt((x + 1.0f) * (x - 1.0)))
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acoshAll acceptance interval functions for acosh(x)
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additionCalculate an acceptance interval of x + y, when x and y are both scalars
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asinCalculate an acceptance interval for asin(n)
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asinhCalculate an acceptance interval of asinh(x)
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atan2Calculate an acceptance interval of atan2(y, x)
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atanCalculate an acceptance interval of atan(x)
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atanhCalculate an acceptance interval of atanh(x)
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ceilCalculate an acceptance interval of ceil(x)
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clampAll acceptance interval functions for clamp(x, y, z)
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clampCalculate an acceptance interval of clamp(x, y, z) via median(x, y, z)
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clampCalculate an acceptance interval of clamp(x, high, low) via min(max(x, low), high)
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correctlyall valid roundings of input
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correctlyan interval of the correctly rounded values around the point
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correctlyReadonly
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cosCalculate an acceptance interval of cos(x)
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coshCalculate an acceptance interval of cosh(x)
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crossReadonly
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degreesCalculate an acceptance interval of degrees(x)
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determinantCalculate an acceptance interval for determinant(x)
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distanceCalculate an acceptance interval of distance(x, y)
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divisionCalculate an acceptance interval of x / y
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dotCalculated the acceptance interval for dot(x, y)
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exp2Calculate an acceptance interval for exp2(x)
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expCalculate an acceptance interval for exp(x)
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floorCalculate an acceptance interval of floor(x)
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flush0 if the provided number is subnormal, otherwise returns the proved number
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fmaCalculate an acceptance interval for fma(x, y, z)
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fractCalculate an acceptance interval of fract(x)
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inverseCalculate an acceptance interval of inverseSqrt(x)
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istrue if input is considered finite, otherwise false
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istrue if input is considered subnormal, otherwise false
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ldexpCalculate an acceptance interval of ldexp(e1, e2), where e2 is integer
Spec indicate that the result may be zero if e2 + bias <= 0, no matter how large was e1 * 2 ** e2, i.e. the actual valid result is correctlyRounded(e1 * 2 ** e2) or 0.0, if e2 + bias <= 0. Such discontinious flush-to-zero behavior is hard to be expressed using FPInterval, therefore in the situation of e2 + bias <= 0 the returned interval would be just correctlyRounded(e1 * 2 ** e2), and special examination should be taken when using the result.
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lengthCalculate an acceptance interval of length(x)
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log2Calculate an acceptance interval of log2(x)
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logCalculate an acceptance interval of log(x)
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maxCalculate an acceptance interval of max(x, y)
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minCalculate an acceptance interval of min(x, y)
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mixCalculate an acceptance interval of mix(x, y, z) using x + (y - x) * z
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mixAll acceptance interval functions for mix(x, y, z)
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mixCalculate an acceptance interval of mix(x, y, z) using x * (1.0 - z) + y * z
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modfCalculate an acceptance interval of modf(x)
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multiplicationCalculate an acceptance interval of x * y
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multiplicationReadonly
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multiplicationReadonly
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multiplicationReadonly
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multiplicationReadonly
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multiplicationReadonly
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negationCalculate an acceptance interval of -x
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normalizeReadonly
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oneULPOptional
mode: FlushMode1 * ULP: (number)
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powCalculate an acceptance interval of pow(x, y)
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quantizethe nearest precise value to the input. Rounding should be IEEE 'roundTiesToEven'.
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radiansCalculate an acceptance interval of radians(x)
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reflectReadonly
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refractReadonly
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remainderCalculate an acceptance interval for x % y
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roundCalculate an acceptance interval of round(x)
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saturateReadonly
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scalara builder for converting numbers to ScalarsValues
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signCalculate an acceptance interval of sign(x)
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sinCalculate an acceptance interval of sin(x)
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sinhCalculate an acceptance interval of sinh(x)
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smoothCalculate an acceptance interval of smoothStep(low, high, x)
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sqrtCalculate an acceptance interval of sqrt(x)
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stepCalculate an acceptance 'interval' for step(edge, x)
step only returns two possible values, so its interval requires special interpretation in CTS tests. This interval will be one of four values: [0, 0], [0, 1], [1, 1] & [-∞, +∞]. [0, 0] and [1, 1] indicate that the correct answer in point they encapsulate. [0, 1] should not be treated as a span, i.e. 0.1 is acceptable, but instead indicate either 0.0 or 1.0 are acceptable answers. [-∞, +∞] is treated as unbounded interval, since an unbounded or infinite value was passed in.
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subtractionCalculate an acceptance interval of x - y
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tanCalculate an acceptance interval of tan(x)
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tanhCalculate an acceptance interval of tanh(x)
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transposeReadonly
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truncCalculate an acceptance interval of trunc(x)
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ulpan interval of N * ULP around the point
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constantsConverts p into an FPInterval if it is an FPIntervalPAram
array of inputs to try for the first input
array of inputs to try for the second input
what interval filtering to apply
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...ops: MatrixPairToMatrix[]callbacks that implement generating a matrix of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try for the matrix input
array of inputs to try for the scalar input
what interval filtering to apply
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...ops: MatrixScalarToMatrix[]callbacks that implement generating a matrix of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try
what interval filtering to apply
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...ops: MatrixToMatrix[]callbacks that implement generating a matrix of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try
what interval filtering to apply
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...ops: MatrixToScalar[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of inputs to try for the matrix input
array of inputs to try for the vector input
what interval filtering to apply
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...ops: MatrixVectorToVector[]callbacks that implement generating a vector of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try for the scalar input
array of inputs to try for the matrix input
what interval filtering to apply
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...ops: ScalarMatrixToMatrix[]callbacks that implement generating a matrix of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try for the first input
array of inputs to try for the second input
what interval filtering to apply
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...ops: ScalarPairToInterval[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of inputs to try
what interval filtering to apply
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...ops: ScalarToInterval[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of inputs to try for the first input
array of inputs to try for the second input
array of inputs to try for the third input
what interval filtering to apply
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...ops: ScalarTripleToInterval[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of scalar inputs to try
array of vector inputs to try
what interval filtering to apply
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...ops: ScalarVectorToVector[]callbacks that implement generating a vector of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try for the vector input
array of inputs to try for the matrix input
what interval filtering to apply
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...ops: VectorMatrixToVector[]callbacks that implement generating a vector of acceptance intervals
an array of Cases for operations over a range of inputs
array of first vector inputs to try
array of second vector inputs to try
array of scalar inputs to try
what interval filtering to apply
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...componentWiseOps: ScalarTripleToInterval[]an array of Cases for operations over a range of inputs
array of inputs to try for the first input
array of inputs to try for the second input
what interval filtering to apply
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...ops: VectorPairToInterval[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of inputs to try for the first input
array of inputs to try for the second input
what interval filtering to apply
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...ops: VectorPairToVector[]callbacks that implement generating a vector of acceptance intervals.
an array of Cases for operations over a range of inputs
array of vector inputs to try
array of scalar inputs to try
what interval filtering to apply
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...ops: VectorScalarToVector[]callbacks that implement generating a vector of acceptance intervals
an array of Cases for operations over a range of inputs
array of inputs to try
what interval filtering to apply
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...ops: VectorToInterval[]callbacks that implement generating an acceptance interval
an array of Cases for operations over a range of inputs
array of inputs to try
what interval filtering to apply
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...ops: VectorToVector[]callbacks that implement generating a vector of acceptance intervals.
an array of Cases for operations over a range of inputs
Narrow an array of an array of values to FPMatrix if possible
Narrow an array of values to FPVector if possible
the first param to pass in
the second param to pass in
the third param to pass in
what interval filtering to apply
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...ops: ScalarTripleToInterval[]callbacks that implement generating an acceptance interval
a Case for the params and the interval generator provided. The Case will use an interval comparator for matching results.
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...intervals: readonly FPInterval[]an interval with the tightest endpoints that includes all provided intervals
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sparsea reduced range of cols x rows matrices for testing
A non-sparse version of this generator is intentionally not provided due to runtime issues with more dense ranges.
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sparseAbstract
sparsea reduced range of dim element vectors for testing
an interval containing the point or the original interval
an FPMatrix representation of an array of an array of values if possible
Makes a param that can be turned into an interval
an FPVector representation of an array of values if possible
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vectora range of dim element vectors for testing
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Abstract base class for all floating-point traits