「The inverse of a hyperbolic function」のEnglishの単語
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adj
- Indicates that the specified function is a hyperbolic function rather than a trigonometric function.
- (color theory) Of a perceived color, having a saturation exceeding 100%.
- Of or relating to hyperbole.
- (topology) Of, pertaining to, or in a hyperbolic space (a space having negative curvature or sectional curvature).
- (mathematics, of a metric space or a geometry) Having negative curvature or sectional curvature.
- (geometry, topology, of an automorphism) Whose domain has two (possibly ideal) fixed points joined by a line mapped to itself by translation.
- Using hyperbole: exaggerated.
- Of or pertaining to a hyperbola.
- enlarged beyond truth or reasonableness
- of or relating to a hyperbola
adj
adj
- (mathematics, of a function of hyperreals) Both additive and homogeneous for hyperreal scalars.
- (dermatology) Having unusually pronounced creases marking the skin.
- (mathematics, curve fitting) Increasing exponentially or as a higher polynomial power.
- (mathematics, of groups) Displaying a generalization of sofic that applies to finite-dimensional Hilbert spaces.
- (mathematics, of a sequence) Converging very quickly to a limit so that the ratio of adjacent terms tends to zero.
adj
adj
- Indicates that the specified function is a hyperbolic function rather than a trigonometric function.
- (color theory) Of a perceived color, having a saturation exceeding 100%.
- Of or relating to hyperbole.
- (topology) Of, pertaining to, or in a hyperbolic space (a space having negative curvature or sectional curvature).
- (mathematics, of a metric space or a geometry) Having negative curvature or sectional curvature.
- (geometry, topology, of an automorphism) Whose domain has two (possibly ideal) fixed points joined by a line mapped to itself by translation.
- Using hyperbole: exaggerated.
- Of or pertaining to a hyperbola.
- enlarged beyond truth or reasonableness
- of or relating to a hyperbola
adj
adj
- (mathematics, of a function of hyperreals) Both additive and homogeneous for hyperreal scalars.
- (dermatology) Having unusually pronounced creases marking the skin.
- (mathematics, curve fitting) Increasing exponentially or as a higher polynomial power.
- (mathematics, of groups) Displaying a generalization of sofic that applies to finite-dimensional Hilbert spaces.
- (mathematics, of a sequence) Converging very quickly to a limit so that the ratio of adjacent terms tends to zero.