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Second partial derivative testGradient descentContour integrationLaplace transformDerivative testTrapezoidal ruleProjections onto convex setsSemi-implicit euler methodParametrizationLaplace's methodSaddle-node bifurcationCurve-shortening flowResidueLaplace operatorConjugate gradient methodBifurcation diagramBicubic interpolationLinear interpolationMultiple-scale analysisMean curvatureLagrange multiplierPerturbation theoryEuler methodSchwarz reflection principleIntegral transformTotal derivativeConic sectionDirichlet problemStationary pointExterior covariant derivativeRiemannian geometryLegendre transformationStieltjes transformationConvex conjugatePoisson kernelIntegral curveLocal linearization methodCalculus on euclidean spaceRegular singular pointRadon transformGeometric flowCauchy's integral theoremArgument principleLefschetz fixed-point theoremAsymptotic expansionBiconjugate gradient methodDiscrete spline interpolationSaddle pointDuhamel's principleSpectral element methodDelta methodStationary phase approximationComplex planeLiouville field theoryDirectional derivativeHolomorphic functionDirac equation in curved spacetimeDirect comparison testAntiderivativeDisc integrationSommerfeld radiation conditionRicci flowStefan problemBoundary value problemInterior productInterpolationElliptic boundary value problemLimit cycleMidpoint methodMilstein methodD'alembert's formulaOsculating circleJacobi eigenvalue algorithmAccumulation pointBiharmonic equationDedekind eta functionTangential and normal componentsSaddlepoint approximation methodApproximation theoryStability theoryJacobi methodDivergence theoremLoopMetric tensorShear mappingMirror descentSpline interpolationRemovable singularityFormal derivativeFractal derivativeGradient theoremInflection pointAsymptoteCoarea formulaOperational calculusLagrange inversion theoremNewton fractalNewtonian potentialAnalytic continuationPedal curve