mathematica_src

mathematica_src, is a collection of notebook files and packages for use with the symbolic mathematics package Mathematica.

• anemometer, a Mathematica code which simulates the behavior of an anemometer in a varying wind, to allow for calibration, by Jim Fink.
• arbitrary_weight_rule, a Mathematica code which accepts a formula for an arbitrary (but nonnegative) weight function over an interval, and determines the points and weights of a corresponding Gaussian quadrature rule, by Fukuda, Katsuya, Alt and Matveenko.
• buckling_spring, a Mathematica code which illustrates solutions of the buckling spring equations, by Jim Fink.
• burgers_characteristics, a Mathematica code which solves the time dependent inviscid Burgers equation using the method of characteristics, by Mikel Landajuela.
• calendars, a Mathematica code which computes simple calendrical quantities, including the number of days elapsed between two dates.
• collatz, a Mathematica code which reads an integer from the user and computes the Collatz sequence based on that integer.
• combinatorica, a Mathematica code which carries out various combinatoric calculations.
• commands, a Mathematica code which demonstrates the use and behavior of some Mathematica commands.
• duel_simulation a Mathematica code which simulates N repetitions of a duel between two players, each of whom has a known firing accuracy.
• equation_of_time, a Mathematica code which evaluates the equation of time.
• felippa, a Mathematica code which defines quadrature rules for lines, triangles, quadrilaterals, pyramids, wedges, tetrahedrons and hexahedrons.
• filum, a Mathematica code which works with information in text files.
• frobenius, a Mathematica code which is useful for the Froebenius problem, also known as the postage stamp or McNuggets problem.
• general_triangle_symbolic_integral, a Mathematica code which seeks the integral of a function over a general triangle.
• graphics_test, a Mathematica code which illustrates how data can be displayed and analyzed graphically.
• lorenz_equations, a Mathematica code which demonstrates how solutions to the Lorenz equations can be synchronized.
• math_166, a Mathematica code which was used for examples, projects, and exams in the class Math 166, Calculus II with Mathematica, taught at Virginia Tech in 1995; some items were later used at Iowa State University, in 1996 and later.
• mathematica, a Mathematica code which illustrates features of the Mathematica language.
• mhd_control_movie, a Mathematica code which displays and animates the output data from a magnetic hydrodynamic control problem.
• newton_cotes, a Mathematica code which determines the points and weights for Newton-Cotes quadrature rules.
• polynomial_roots, a Mathematica code which seeks the roots of polynomials.
• quad_rule, a Mathematica code which evaluates certain quadrature rules needed by the C, C++, FORTRAN90 and MATLAB versions of quad_rule().
• semicircle_integrals, a Mathematica code which evaluates the integral of a function f(x,y) over the unit semicircle -1 <= x <= +1, 0 <= y <= sqrt ( 1-x^2).
• struveh, a Mathematica code which evaluates the Struve H function.
• sudoku, a Mathematica code which solves sudoku puzzles.
• test_int_circle, a Mathematica code which sets up test problems for integration over a circle.
• test_values, a Mathematica code which computes a few selected values of various mathematical functions.
• test_zero, a Mathematica code which sets up test problems for finding zeros of a function.
• timestamp, a Mathematica code which returns the YMDHMS date as a timestamp.
• truncated_normal, a Mathematica code which compute various quantities associated with the truncated normal distribution.
• tsp_pennsylvania, a Mathematica code which solves the Traveling Salesperson Problem (TSP) in Pennsylvania.
• tsp_texas, a Mathematica code which solves the Traveling Salesperson Problem (TSP) in Texas.
• uniform, a Mathematica code which computes elements of a uniform pseudorandom sequence.