IOWA State University Fall 2005
Georgia Department of Education
Eleven video clips are currently posted on this website
microbiologybytes.com
Descriptive Statistics, The Normal Frequency Distribution, Correlation, Regression, Standard Scores (z Scores), Chi square test etc...
UC Berkeley fall 2006
Population and variables. Standard measures of location, spread and association. Normal approximation. Regression. Probability and sampling. Binomial distribution. Interval estimation. Some standard significance tests.
North Carolina State University streaming video lessons
Introduction, Simple Interest, Decision making problems, Exact and Approximate Time, Promissory notes, Bank Discount, Compound interest formulas, Interest for part of a conversion period, Effective rates, Annuities, Amortization, sinking funds, capitalized costs etc...
Southwest Wisconsin Technical College 2007 podacst downloadable
North Carolina State University
Matrices, Linear Programming, Simplex Method, Sets and Counting, Probability, Markov chains etc...
Clay Mathematics Institute Summer School 2006
This has more than 60 recorded lectures.
Sofia Open Content Initiative
Sampling and Data, Descriptive Statistics, Probability Topics, Discrete Distributions, Continuous Random variables, Normal Distribution. The central limit theorem limit, Confidence Intervals, Hypothesis Testing, single Mean, Single and Two mean Proportion. The Chi-Square Distribution, Linear Regression and Correlation.
Indiana University, Purdue University Indianapolis streaming video lectures
This Course has 9 Chapters and each chapter has 6 to 9 lessons.
Texas A&M University Spring 2004
Lectures by Robert Langlands, Fall 1999 and 2000
Prof. Roxanne Byrne, University of Colorado
It has more than 100 short video on Algebra, Limits, Derivatives, Integration, Infinite Series, Finance, Linear Algebra and Differential Equations.
Prof. Roxanne Byrne, University of Colorado
It has 18 video lectures on Elementary Algebra. It has both small files and large files for the same topic.
San Francisco State University
It is a collection of more than 25 video lectures on various topics. Some of them include Derivatives of Logarithmic, Trigonometric, Polynomial and exponential functions. Anti derivatives, Maxima and Minima, Limits, L’Hospital’s Rule, Continuity, Chain Rule, Rates of change etc....
University of California
Department of Mathematics, University of Houston
Limits, Differentiation, Applications of the Derivative, the Definite Integral, Applications of the Definite Integral.
San Francisco State University, May 2007
MIT Spring '05 Streaming & Downloadable
Linear equations; Multiplication and Inverse matrices; Factorization; Transposes, Permutations, Column and Null space; Pivot Variables; Subspace's; Graph, Incidence Matrices; Orthogonal Vectors, Matrices and Gram-Schmidt ; Cramer’s rule; Eigen values and vectors; Marcov Matrices; Fourier Series; FFT; Linear Transformations; Change of Basis; Image Compression; Left and Right Inverses; Pseudo inverse etc...
Arsdigita University '00 streaming
Topics included: Logic, relations, functions, basic set theory, graph theory, countability and counting arguments, proof techniques, graph theory, combinations, discrete probability, recursion, number theory; Applications of maths in Computer science; Boolean algebra; etc
Arsdigita University '00 streaming
Modeling, Quantification and analysis of uncertainty by random variables, simple random processes, and their probability distributions, Markov processes, limit theorems, elements of statistical inference and decision making under uncertainty etc...
MIT Fall '05 Streaming and Downloadable
Positive Definite matrices; Difference and Incidence Matrix; Least Squares; Eigenvalues; Applied linear Algebra; Laplace Equation; Delta function and Green’s Function; Wave and heat equation; Eigen functions; Orthogonalization; Numerical Linear Algebra; RLS and Covariance Matrix; Kalman and Square root Filter; Finite Difference and Finite Element Method; Euler Equation; Fourier Expansions and Convolution; LPF and HPF; Filter Banks; Wavelets etc...
MIT Spring '06 Streaming and Downloadable
Difference Methods for Ordinary Differential Equations. Finite Differences, Accuracy, Stability, Convergence .One way Wave equation and CFL/ von Neumann Stability. Second order wave equation, wave profiles, heat equation / point source, Finite differences for heat equation. Convection-diffusion/ conservation laws/ analysis/ shocks. Level Set Method. Matrices in difference equations(1D, 2D, 3D). Sparse Matrices. Black-scholes equation. Iterative, General, Multigrid, Conjugate gradient and Krylov Methods. Fast Poisson solver.Weight least squares, calculus of variations/weak form. Error estimates/ projections and many more....
MIT Spring '06 Streaming and Downloadable
Topics include: Solution of first-order ODE’s by analytical, graphical and numerical methods; Linear ODE’s, especially second order with constant coefficients; Undetermined coefficients and variation of parameters; Sinusoidal and exponential signals: oscillations, damping, resonance; Complex numbers and exponentials; Fourier series, periodic solutions; Delta functions, convolution, and Laplace transform methods; Matrix and first order linear systems: eigenvalues and eigenvectors; and Non-linear autonomous systems: critical point analysis and phase plane diagrams.
School of Mathematics lectures from '99 to '06
Contact Geometry in low-dimensions; Divisors on the Modulispace of Bundles; Random walks form Einstein to the Present; Singular support and Determinant of Co homology; Non-Commutive Motives; Hecke Algebras with Unequal Parameters; Fundamental Lemma and Equivariant Cohomology; Estimates of Periods of Automorphic Functions and Subconvexity of L-functions; Iterated Shimura Integrals; 16 Lectures on Practice of Mathematics etc....
Texas A&M University Spring 2003 streaming
Introduction; Babylonian and Egyptian Mathematics; Axiomatic Systems: Geometry, Arithmetic, Set theory; Limits (3 parts); Functions (2); Geometry (4); Calculus of Variations (2); Optimization; Complex Arthimatic; Computer Graphics; Historically Important Problems; Distribution ofPrimes; Proof of Fermat’s (Little) Theorem; Cryptography, Prime Factorizations and Public Key Encryption; Problems and Puzzles involving Primes. etc...
SLUO, 2000 streaming
The Fundamentals; Point Estimation; Maximum Likelihood, Least squares; Confidence Interval; Interval Estimation; Systematic errors; Bootstrap technique; Optimal Observables; Signals, Backgrounds, Consistencies and probabilities; Maximum Entropy and related methods; Monte Carlo Methods; Pattern Recognition/ Hough Transform/ Kalman Filter etc....
Spring 2003 streaming
MPI, OpenMP, and STAR-P; Parallel Prefix; Dense Linear Algebra I ,II & III; Sparse Linear Algebra I & II; Parallel Computer Architecture; FFT; Domain Decomposition; Fast Multipole; Partitioning etc....
Slopes, Equations and Graphing lines; Linear Depreciation, Cost, Revenue and Profit Functions; Insertion of lines; Break-even Analysis; Least Squares, Graphing Linear Inequalities; Linear Programming; Simple Interest; Annuities; Amortizations; Sets; Venn Diagrams; Permutations and Combinations; Probability; Bay’s Theorem; Random variables, distributions etc....
October 2001
Compound statements and truth tables, Tree diagrams, Sets, Partitions and binomial coefficients, Pascal’s triangle, Probability, Venn diagrams, Central limit theorem etc....
Fall Quarter 2005
University of Houston 2006
Limits, Graphs, Continuity, Derivatives, Leibniz Notation and Chain Rule, Implicit Differentiation, Rectilinear motion, Newton’s method, Integrals, Curves, Power, Taylor and Maclaurin Theorems etc....
Algebraic expressions and Constants, Functions, Basic Graphing, Substituting, Differentiating and Integrating, Limits, Vector function, Iterates, Matrix operations, tangent lines, Euler’s method etc....
Illustration of Integral test; The Harmonic Series Diverges; Absolute and Conditional Ratio Test;
