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Applied Mathematics for Science and Engineering by Larry A. Glasgow

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Index

    • Adams-Bashforth method
    • Adaptive grids
      • elliptic mesh generation
    • Advection
    • Algebraic equations
      • with constraints
    • Alternating-direction implicit (ADI) method
    • Antoine equation
    • Artificial viscosity
    • Atherosclerosis
    • Balances
    • Bessel's differential equation
    • Biot modulus
    • Birth and death processes
    • Boundary conditions
    • Boussinesq approximation
    • Bubble oscillation
    • Calculus of variations (COV)
      • Beltrami identity
      • brachistochrone problem
      • buckling of structures
      • Euler-Lagrange differential equation
      • extremal
      • functional
      • Hamilton's principle for conservative systems
      • minimizing sequence
      • minimum surface area
      • principle of least action
      • Rayleigh-Ritz method
      • surface tension
    • Cartesian tensors
    • Catenary
    • Catastrophe theory
    • Cauchy-Riemann equations
    • Cell cycle
    • Cellular oscillation
    • Chebyshev ordinary differential equation
    • Chebyshev polynomials
    • Chemical kinetics, and equilibria
    • Coagulating systems
    • Column (structural)
    • Complex zeros
    • COMSOL™
    • Conformal mapping
    • Control variables
    • Convective transport
    • Correlation
    • Courant number
    • Courant's penalty method
    • Crank-Nicolson method
    • Crout's (Cholesky's) method
    • CSTR (and STR)
    • Cubature (multiple integrals)
      • Cuba library
      • Monte Carlo methods
      • Nonproduct methods
    • Cubic equation
    • Cubic spline interpolation
    • Curve of pursuit
    • Dahlquist test equation
    • Data interpretation
    • Definite integrals
      • adaptive integration
      • embedded algorithm
      • Gauss-Kronrod procedure
      • Newton-Cotes formulae
      • Romberg integration
      • roundoff and truncation errors
      • Simpson's rule
      • Trapezoid rule

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