APTPUO - FALL 2024 - GEG5000, Section A

Description :Official course description: « Comparative study of the ideas, concepts and issues leading to an understanding of political phenomena and of their impact on the lives of individuals and societies. Reflection on power, citizenship and political participation. Introduction to research tasks (e.g. bibliographic research, writing a research...

Description :Official course description: « Comparative study of the ideas, concepts and issues leading to an understanding of political phenomena and of their impact on the lives of individuals and societies. Reflection on power, citizenship and political participation. Introduction to research tasks (e.g. bibliographic research, writing a research...

Description :Part-time Professor — Long-term appointment: The candidate will teach in the areas of innovation, entrepreneurship, business law and private law generally. The contract includes the teaching of a maximum of 15 credits of lecture, seminar and/or experiential courses in these areas. In addition, the candidate will have, for the...

Description :Solution of systems of linear equations. Matrix algebra. Determinants. Complex numbers, fundamental theorem of algebra. Eigenvalues and eigenvectors of real matrices. Introduction to vector spaces, linear independence, bases. Applications. Posting limited to: Professeur à temps partiel postdoctoral / Postdoctoral Part-Time Professor ...

Description :Review of elementary functions. Introduction to Limits. Geometric series. Introduction to differential and integral calculus in one variable with applications. Linear approximations, applications to optimization. Students who have previously studied the derivative and differentiation rules should take MAT 1300 instead. This course is...

Description :Derivatives: product and quotient rules, chain rule, derivative of exponential, logarithm and basic trigonometric functions, higher derivatives, curve sketching. Applications of the derivative to life sciences. Discrete dynamical systems: equilibrium points, stability, cobwebbing. Integrals: indefinite and definite integrals, fundamental...

Description :Series solutions of ordinary differential equations. Legendre and Bessel functions. Sturm-Liouville problems, orthogonal functions. Fourier series. Partial differential equations: introduction and applications. Posting limited to: Professeur à temps-partiel régulier / Regular Part-Time Professor Date Posted: May 01, 2024 Closing...

Description :Review of elementary functions. Limits. Geometric series. Differential and integral calculus in one variable with applications. Functions of several variables. Partial derivatives. Posting limited to: Professeur à temps-partiel régulier / Regular Part-Time Professor Date Posted: May 01, 2024 Closing Date: May 31, 2024 Note :...

Description :Probability axioms and their consequences. Conditional probability and independence. Random variables, distributions and densities, moments, sampling distributions. Weak law of large numbers, sums of independent random variables, moment generating functions, convergence concepts, the central limit theorem. Posting limited to: Professeur...

Description :Extrema of functions of several variables. Multiple integration and applications. Vector fields and their derivatives. Curves. Vector differential operators. Line integrals. Surfaces and surface integrals. Theorems of Stokes, Gauss, etc. Posting limited to: Professeur à temps partiel postdoctoral / Postdoctoral Part-Time Professor ...

Description :Révision des fonctions élémentaires. Limites. Séries géométriques. Calcul différentiel et intégral des fonctions d'une variable et applications. Fonctions de plusieurs variables. Dérivées partielles. Posting limited to: Professeur à temps partiel postdoctoral / Postdoctoral Part-Time Professor Date Posted: May 01, 2024 ...

Description :Topics from descriptive statistics: histograms and boxplot; average and observed standard deviation; elementary probability; normal distribution; statistical estimation and hypothesis testing; correlation and regression. Examples analyzed with statistical software. Posting limited to: Professeur à temps-partiel étudiant / Student...

Description :A concise survey of: combinatorial analysis; probability and random variables; discrete and continuous densities and distribution functions; expectation and variance; normal (Gaussian), binomial and Poisson distributions; statistical estimation and hypothesis testing; method of least squares, correlation and regression. The emphasis is on...

Description :Descriptive statistics using a software package. A concise survey of probability. The normal distribution. The central limit theorem and statistical estimation illustrated via simulation. Hypothesis testing, the design of experiments, paired sampling, categorical data and regression. Examples from the biosciences analyzed with statistical...

Description :General concepts. First order equations. Linear differential equations of higher order. Differential operators. Laplace transforms. Systems of differential equations. Series solutions about ordinary points. Numerical methods including error analysis; numerical differentiation, integration and solutions of differential equations. Posting...

Description :Integrals: numerical integration; improper integrals. Introduction to differential equations: some techniques to solve simple differential equations, numerical solution of differential equations and models in the life sciences using differential equations. Introduction to linear algebra: matrices and matrix algebra, determinants,...

Description :Derivatives: product and quotient rules, chain rule, derivative of exponential, logarithm and basic trigonometric functions, higher derivatives, curve sketching. Applications of the derivative to life sciences. Discrete dynamical systems: equilibrium points, stability, cobwebbing. Integrals: indefinite and definite integrals, fundamental...

Description :Derivatives: product and quotient rules, chain rule, derivative of exponential, logarithm and basic trigonometric functions, higher derivatives, curve sketching. Applications of the derivative to life sciences. Discrete dynamical systems: equilibrium points, stability, cobwebbing. Integrals: indefinite and definite integrals, fundamental...

Description :Review of complex numbers. The fundamental theorem of algebra. Review of vector and scalar products, projections. Introduction to vector spaces, linear independence, bases; function spaces. Solution of systems of linear equations, matrix algebra, determinants, eigenvalues and eigenvectors. Gram Schmidt, orthogonal projections. Linear...

Description :Instantaneous rate of change and definition of limits; continuity. Derivatives of polynomials using limits, product and quotient rules, chain rule, derivative of exponential, logarithm and basic trigonometric functions, higher derivatives, curve sketching. Applications of the derivative to life sciences. Discrete dynamical systems:...