A series of Lectures based on the book Mathematical Techniques for Biology and Medicine by William Simon
Mathematical Techniques for Biology and Medicine (Paperback)
by William Simon (Dover Publications)
LECTURE 1- About differential calculus
LECTURE 2 -First order differential equations in dilution problems and other situations
LECTURE 3 - Second order differential equations
LECTURE 3 - Second order differential equations -Part 2
LECTURE 4 - The Laplace Transform
LECTURE 5 -Compartmental Problems
LECTURE 5 (Part 2)-Compartmental Problems
LECTURE 6 - Numerical Methods
LECTURE 7 -Regulation and Oscillation
LECTURE 8- Diffusion
LECTURE 8- Diffusion (Part 2)
Mathematical Techniques for Biology and Medicine
Oscillations in the Oral Glucose Tolerance Test (OGTT)
Numerical solution of the DE for a Minimal Model of Glucose and Insulin Kinetics
General Physics tests
Fisi 3011 ex 1 sept 2007
Fisi 3011 ex 2 oct 2007
Fisi 3011 ex 3 nov 2004
BASIC ELECTRICAL ENGINEERING
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LECTURES ON GENERAL PHYSICS 3012 (2009)
NOTAS DE CLASE FISI 3012
Notas FISI 3012 -16 de enero,2009
Coulombic force ( january 19, 2009)
Notas FISI 3012 -21 de enero,2009
Notas FISI 3012 -23 de enero,2009
Notas FISI 3012 -26 de enero,2009
Notas FISI 3012 -28 de enero,2009
Notas FISI 3012 -viernes 30 de enero,2009
Notas FISI 3012-lunes 2 de febrero,2009
Notas FISI 3012-mi�rcoles 4 de febrero,2009
Notas FISI 3012-mi�rcoles 11 de febrero,2009
Notas FISI 3012-miercoles 18 de febrero,2009
Notas FISI 3012-lunes 23 de febrero,2009
Notas FISI 3012-mi�rcoles 11 de febrero,2009
Notas FISI 3012-mi�rcoles 18 de febrero,2009
Notas FISI 3012-lunes 23 de febrero,2009
Notas FISI 3012- 2 de marzo,2009
Notas FISI 3012- 9 de marzo,2009
Notas de FISI 3012, 11 y 16 de marzo , 2009
Notas de FISI 3012, 18 marzo y 1 de abril , 2009
Notas de FISI 3012, 22 de abril , 2009
Notas de FISI 3012, 27 de abril , 2009 , Ecuacion de Schrodinger
Notas de FISI 3012, 6 de mayo 2009 - Átomo de hidrógeno
Trapezoide 19 marzo 2009
Lab Computadoras viernes 6 de marzo, 2009
Lab Computadoras viernes 13 de marzo, 2009- RC circuit using SAGE
RC circuit using MATLAB
Respuestas de Asignación -17 marzo
Lorentz Force -(march 27 ,2009)
Asignaciones
Asign. num. 2
Asignacion num. 3 -11 feb 2009
Asignacion num. 4 -3 marzo 2009
Asignacion num. 5 -20 marzo 2009
Asignacion num. 6 -22 abril 2009
Problemas miscelaneos de cuantica-11 mayo 2009
Solución a los problemas misceláneos
Copia examen I , feb 2006
Copia Examen FISI 3012 feb 2005
Copia examen II- Fisi 3012 -marzo 2006
Programas
Code for hydrogenic atom - may 8,2009
Schrodinger’s equation for a particle in a box April 27,2009
Standing waves in a box -April 17,2009
Potential of a spherical uniform charge distribution
RLC circuit , april 3, 2009
RLC circuit
FORTRAN code for E field (jan 28 ,2009)
FORTRAN code for E field (jan 28 ,2009)
Gauss law -jan 30 ,2009
B Lines of two parallel wires
Calculus with MATLAB
E-lines
Equipotentials of a dipole
Equipotentials of a quadrupole
Examples using SAGE Open Source Mathematics Software
LAB FISI 3012
LAB FISI 3014 examen num 1 (2007)
ELECTRIC POTENTIAL OF A SYSTEM OF CHARGES
Equipotentials of a quadrupole
Complex Variables -Lecture Notes
Complex variables -Lectures
Laplace equation in a semi infinite rectangular box (april 1,2009)
Forward difference solution of heat equation with truncation error
of order deltax^6
Poissons Equation In a Square Grid with four unknown points
Lorentz Force -(march 27 ,2009)
Laplace’s equation in a cube of volume L^3 (march 27,2009)
Bilinear Interpolation
Laplace Equation In a Square Grid
Laplace Equation In a Square Grid (march 23,2009)
Solving Laplace Equation by the Forward Difference Method
Hyperbolic Heat Conduction Equation
Wave equation with delta function boundary condition
Wave Equation and Laplace Transform (march 12, 2009)
Numerical Contour Integration of F(z)= 1/((z2+1)*(1-z2)1/2)
Solving Linear Systems by the Jacobi Method (March 6,2009)
Numerical Solution Of The Non Homogeneous Heat Equation
du (x,t) /dt = (1/R) d^2 u (x,t)/dx^2 + P*(1-exp(-alfa*t)
Numerical procedure for an improper integral
Numerical integration of the complex function f(z)=1/(z*(z**2-1)^1/2)
Numerical integration of the complex function f(z)=1/(z^1/2 (z+1))
Numerical Inversion of Laplace Transform F(s), feb 26 2009 , D. G. Duffy page 58
Solution of the Wave Equation by the Laplace Transform Method
Solution of the diffusion equation du/dt= K*d2u/dx2+1
Solution of the non-homogenous diffusion equation
The Telegrapher's Equation
Spherical heat diffusion
Eigenvalues of the Fredholm integral equation
Symmetric Fredholm Equation of the First Kind
Integral equation solved by iteration ( jan 22 , 2009)
Electrostatic potential of two semicylindrical electrodes
The Rayleigh-Ritz Method Applied to the Laplace Equation - Example III
Numerical Inversion of Laplace Transform ,F(s) = 1/( s sinh(as) )
The Rayleigh-Ritz Method Applied to the Laplace Equation-example II
Numerical Laplace Transform of 1/t1/2
Laplace Numerical Inversion of F(z) =1/ (z^2+2z+1)
Numerical Inversion of Fourier Transform
Non Linear Boundary Value Problem
Numerical solution of a circular chain reaction with changing rate constant
The Rayleigh-Ritz Method Applied to Laplace Equation
Inhomogeneous Heat Equation Solved by Forward Difference Method
Poisson�s equation in a cube of volume pi^3
Heat equation solved by forward difference method
Heat Equation Solution by Green�s Function
Boundary Value Problem With Mixed Conditions
Solution of Inhomogeneous Boundary Value Problem
Numerical Inversion of Laplace Transform with the Bromwich Integral
Inversion of Laplace Transform by Post Method
Boundary value problem for ODE
SAGE MATH codes Section
RC circuit using Sage
MATLAB CODES SECTION
COMPLEX VARIABLES
INVERSE LAPLACE TRANSFORM - Part 1
INVERSE LAPLACE TRANSFORM - Part 2
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