ExpIntegralEi
Generated from the engine's own definition: compute-engine's symbol, which we neither extend nor document by hand.
Exponential integral Ei(x) = PV ∫_{−∞}^x eᵗ/t dt.
✓ checked against that system · ! checked, with disagreements (hover a chip)Wikipedia
Exponential integralMathWorldExponentialIntegralWikidataQ1419948Encyclopedia of MathematicsIntegral_exponential_functionDLMF6.2.E16.2.i.p3Wolfram LanguageExpIntegralEi!ExpIntegralEi(complex | infinity) -> numberAs native, and keeps its digits past a double's for real argument (N(ExpIntegralEi(2), 50)).SageMath
exp_integral_ei(complex | infinity)mpmathei(complex | infinity)Juliaenumeratio_ball(exp_integral_ei, complex | infinity)Typed signatures
| Type | Package | Applies |
|---|---|---|
(complex | infinity) -> number | analyticreplaces compute-engine | always |
(complex | infinity) -> number | compute-engine | always |
Plot
Examples
About
| Examples | 7 |
|---|---|
| Checked against | Wolfram Language 6 agree1 differSageMath 4 agree2 differ1 unevaluatedmpmath 3 agree1 differJulia 2 agree2 error |
| Crosswalk | WikipediaMathWorldWikidataEncyclopedia of MathematicsDLMF ×2Wolfram LanguageSageMathmpmathJulia |
Implementation
mapped
mpmathpackages/oracle/src/mappings.tsmapped
sagepackages/oracle/src/mappings.tsmapped
juliapackages/oracle/src/mappings.ts