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SOC101Y1 Lecture Notes - Lecture 7: Human Capital, Ethnic Enclave, Acculturation

SOC218H1 Lecture Notes - Lecture 6: Concentric Zone Model, Cultural Assimilation, Acculturation

SOC101Y1 Lecture Notes - Lecture 4: House Of Yi, Korean Canadians

SOC218H1 Lecture Notes - Stevenston, Issei, Canada Women'S National Soccer Team

SOC218H1 Lecture Notes - Transnationalism, Human Migration

SOC218H1 Lecture Notes - Lecture 5: Hoa People, Visible Minority

SOC101Y1 Lecture Notes - Non-Refoulement, 18 Months, Total Institution

SOC101Y1 Lecture Notes - Economic Globalization, Saskia Sassen, Canada Border Services Agency

SOC101Y1 Lecture Notes - Domestic Worker, Ontario Health Insurance Plan, Pension

SOC101Y1 Lecture Notes - Debt Bondage, Transnationality

SOC101Y1 Lecture : Terms

SOC309Y1 Lecture : Prisons

SOC309Y1 Lecture : Stigma and HIV

SOC309Y1 Lecture : Criminalization of HIV

SOC309Y1 Lecture Notes - Harm Reduction, Hydromorphone, Paracetamol

SOC309Y1 Lecture : Social Determinant of Health

SOC309Y1 Lecture : Aids and Neoliberalism - A new moral Panic

SOC309Y1 Lecture : Age of Aids

SOC309Y1 Lecture : Early Crisis and Moral Panic 1980s

SOC309Y1 Lecture : Basics and Epidemiology

SOC309Y1 Lecture : Introduction

MAT224H1 Lecture : Lengths and distrances (inner products), angles, cauchy-schwartz inequality, triangle inequality

MAT224H1 Lecture : dot product, inner product spaces and coordinates, orthogonal bases, hermitian matrices

MAT224H1 Lecture : Trick that allows expression of angles

MAT224H1 Lecture : Theorems

MAT224H1 Lecture : Orthogonal Diagonalization of symetric matrix

MAT224H1 Lecture : Drawing planar quadratic, quadratic forms, orthonormal basis and matricies, gram-schmidt orthogonalization process

MAT224H1 Lecture : Diagonalization

MAT224H1 Lecture : Isomorphisms, Linear Operators, Eigenvalues and Eigenvectors

MAT224H1 Final: Examples of change of basis, invertable functions, invertable transformations

MAT224H1 Lecture : Using coordinates, Algebra Transformations, Change of Basis, change of basis for transformation

MAT224H1 Lecture : Rank Nullity Theorem, coordinates, matricies of transformation

MAT224H1 Lecture : Linear Transformations, and thier properties

MAT224H1 Final: Examples, Subspaces

MAT224H1 Lecture : Fields, Vector Spaces and Vector Subspaces