Analytic formulation of Cauchy integrals for boundaries with curvilinear geometry

Mathematics

• Cauchy Integral 100%
• Evaluation 58%
• Straight Line 52%
• Formulation 50%
• Framework 45%
• Acoustic Radiation 44%
• Magnetism 42%
• Groundwater Flow 39%
• Electricity 36%
• Cauchy Kernel 35%
• Bell Polynomials 35%
• Complex Potential 34%
• Taylor Series Expansion 32%
• Neumann Condition 32%
• Heat Flow 32%
• Conformal Mapping 30%
• Taylor series 29%
• Straight 28%
• B-spline 28%
• Chebyshev Polynomials 27%
• Singular Integral Equation 27%
• Fluid Flow 26%
• Numerical integration 25%
• Elasticity 24%
• Dirichlet 23%
• Strings 22%
• Adjacent 22%
• Union 20%
• Knowledge 20%
• Higher Order 19%
• Boundary Value Problem 18%
• Line 17%
• Context 16%
• Range of data 16%
• Class 7%

Physics & Astronomy

• Taylor series 67%
• formulations 55%
• evaluation 50%
• polynomials 47%
• geometry 45%
• ground water 38%
• unions 37%
• singular integral equations 35%
• conformal mapping 32%
• splines 31%
• air flow 30%
• electricity 29%
• heat transmission 28%
• series expansion 28%
• numerical integration 28%
• bells 27%
• boundary value problems 26%
• sound waves 26%
• coalescing 25%
• fluid flow 25%
• strings 22%
• arcs 22%
• elastic properties 20%
• curves 14%

Engineering & Materials Science

• Taylor series 98%
• Groundwater flow 62%
• Polynomials 61%
• Magnetism 57%
• Conformal mapping 55%
• Geometry 48%
• Boundary value problems 44%
• Integral equations 42%
• Splines 39%
• Elasticity 37%
• Flow of fluids 35%
• Acoustics 32%
• Radiation 31%
• Electricity 29%
• Heat transfer 26%
• Chemical analysis 26%
• Air 21%