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University of Lincoln
Bachelor of Science with Honours in Mathematics
Year 1
Algebra
Algebra
Calculus
Calculus
Computer Algebra and Technical Computing
Maple
Maple
MATLAB
MATLAB
Computer Algebra and Technical Computing
Geometrical Optics, Waves, and Mechanics
Geometrical Optics, Waves, and Mechanics
Ideas of Mathematical Proof
Ideas of Mathematical Proof
Linear Algebra
Linear Algebra
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Probability and Statistics
Year 2
Semester One
Algebraic Structures
Coursework
Algebraic Structures Coursework
Definitions
Definition of a Group
Definition of Identity Uniqueness
Lectures
Algebraic Structures Week 1
Algebraic Structures Week 2
Practicals
Algebraic Structures Practical 1
Algebraic Structures
MTH2001 Algebraic Structures Cheat Sheet
Coding Theory
Coursework
Coding Theory Coursework
Definitions
Definition of a Cartesian Product in Coding Theory
Definition of a Code in Coding Theory
Definition of a Perfect Code in Coding Theory
Definition of a Solid Sphere
Definition of an Alphabet in Coding Theory
Definition of Distance Theorem
Definition of Error Correction
Definition of Error Detection
Definition of Hamming Distance
Definition of Metric Spaces and Distance Functions
Definition of Minimum Code Distance
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Definition of Parameters of a Code
Definition of the Main Problem of Coding Theory
Definition of the Volume of a Solid Hamming Distance Sphere
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Coding Theory Week 1
Coding Theory Week 2
Coding Theory Week 3
Practicals
Coding Theory Practical 1
Coding Theory Practical 2
Coding Theory
Coding Theory Mock 1
MTH2002 Coding Theory Cheat Sheet
MTH2002 Coding Theory Cheat Sheet DRAFT ONE
Year 1
Differential Equations
Definitions
Definition of a Differential Equation
Definition of a Linear Ordinary Differential Equation
Definition of a Partial Differential Equation
Definition of an Explicit Solution in Differential Equations
Definition of an Implicit Solution in Differential Equations
Definition of an Initial Value Problem
Definition of Order in Differential Equations
Definition of the Theorem of Unique Solution Existence in Differential Equations
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Differential Equations Week 1
Differential Equations Week 2
Differential Equations Week 3
Practicals
Differential Equations Practical 2
Differential Equations
MTH2004 Differential Equations Cheat Sheet
Lagrangian and Hamiltonian Mechanics
Coursework
Lagrangian and Hamiltonian Mechanics Coursework
Lectures
Lagrangian and Hamiltonian Mechanics Week 1
Lagrangian and Hamiltonian Mechanics
MTH2007 Lagrangian Mechanics Cheat Sheet DRAFT ONE
MTH2007 Lagrangian Mechanics Cheat Sheet DRAFT TWO
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LAB1
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Semester Two
MTH2001 Algebraic Structures
Definition of a Field
Definition of a Polynomial Ring
Definition of a Ring
Definition of a Ring Homomorphism
Definition of a Subring
Definition of a Zero Divisor
Definition of an Ideal
Definition of an Integral Domain
Definition of an Isomorphism
Definition of Cancellation Laws
Definition of Quick Subfield Theorem
Definition of Quick Subring Theorem
MTH2001 Algebraic Structures
MTH2001 Algebraic Structures Flashcards
MTH2001 Algebraic Structures Lecture 1
MTH2001 Algebraic Structures Lecture 2
MTH2001 Algebraic Structures Lecture 3
MTH2001 Algebraic Structures Lecture 4
MTH2001 Algebraic Structures Lecture 5
MTH2001 Algebraic Structures Practical 1
MTH2001 Algebraic Structures Practical 2
MTH2001 Algebraic Structures Practical 4
MTH2001 Algebraic Structures Pre-Lecture 1
MTH2001 Algebraic Structures Pre-Lecture 2
MTH2001 Algebraic Structures Pre-Lecture 3
MTH2001 Algebraic Structures Pre-Lecture 4
MTH2001 Algebraic Structures Tutorial 1
MTH2003 Complex Analysis
Definition of a Complex Limit
Definition of Complex Differentiation
General Solution for a Complex Root Formula
MTH2003 Complex Analysis
MTH2003 Complex Analysis Cheat Sheet
MTH2003 Complex Analysis Flashcards
MTH2003 Complex Analysis Lecture 1
MTH2003 Complex Analysis Lecture 2
MTH2003 Complex Analysis Lecture 3
MTH2003 Complex Analysis Lecture 4
MTH2003 Complex Analysis Lecture 7
MTH2003 Complex Analysis Lecture 8
MTH2003 Complex Analysis Lecture 9
MTH2003 Complex Analysis Lecture 10
MTH2003 Complex Analysis Practical 1
MTH2003 Complex Analysis Practical 2
MTH2003 Complex Analysis Practical 3
MTH2003 Complex Analysis Practical 4
MTH2003 Complex Analysis Pre-Lecture 1
MTH2003 Complex Analysis Pre-Lecture 2
MTH2003 Complex Analysis Pre-Lecture 3
MTH2003 Complex Analysis Pre-Lecture 4
MTH2003 Complex Analysis Pre-Lecture 5
MTH2003 Complex Analysis Pre-Lecture 6
MTH2003 Complex Analysis Pre-Lecture 7
MTH2003 Complex Analysis Pre-Lecture 8
MTH2003 Complex Analysis Tutorial 1
MTH2005 Group Project
Group Meeting 1
Group Meeting 2
Group Meeting 3
Group Meeting 4
Initial Impressions
Introductory Notes
Making my group decision
MTH2005 Group Project
Potential Outline
MTH2006 Industrial and Financial Mathematics
Briefing
Guest Lecture 2
Guest Lectures
MTH2006 Industrial and Financial Mathematics
QR Codes Reimagined
MTH2008 Scientific Computing
MTH2008 Scientific Computing
MTH2008 Scientific Computing Flashcards
MTH2008 Scientific Computing Lecture 1
MTH2008 Scientific Computing Lecture 2
MTH2008 Scientific Computing Lecture 3
MTH2008 Scientific Computing Lecture 4
MTH2008 Scientific Computing Lecture 5
MTH2008 Scientific Computing Pre-Lecture 1
MTH2008 Scientific Computing Pre-Lecture 2
MTH2008 Scientific Computing Pre-Lecture 3
MTH2008 Scientific Computing Pre-Lecture 4
MTH2008 Scientific Computing Pre-Lecture 5
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Year 2
Bachelor of Science with Honours in Mathematics
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Enterprise Project Meeting 1
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Enterprise Project Meeting 3
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Initial Impressions of Lone Star Analysis
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Competitor Analysis Template
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Linear Algebra
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MTH1004 Linear Algebra Practical Class 1
MTH1004 Linear Algebra Practical Class 2
MTH1004 Linear Algebra Practical Class 3
MTH1004 Linear Algebra Practical Class 4
MTH1004 Linear Algebra Practical Class 5
MTH1004 Linear Algebra Practical Class 6
MTH1004 Linear Algebra Practical Class 7
MTH1004 Linear Algebra Practical Class 8
MTH1004 Linear Algebra Tutorial Class 1
MTH1004 Linear Algebra Tutorial Class 2
MTH1004 Linear Algebra Tutorial Class 3
MTH1004 Linear Algebra Tutorial Class 4
MTH1004 Linear Algebra Tutorial Class 5
MTH1004 Linear Algebra Tutorial Class 6
notes
Angle between Vectors
Basis Vectors
Change of Basis Matrix
Dot Product
Eigenspaces
Eigenvalue Equation
Gaussian Elimination
Inverse Matrix
Linear Maps
Magnitude and Direction
Matrix Addition and Subtraction
Matrix Form
Matrix Multiplication
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Properties of Orthogonal Matrices
Quadratic Forms
Rank of a Matrix
Space Dimension
Systems of Equations
Vector Length
Vector Operations
Vector Representation
Vector Space Properties
revision
MTH1004 Linear Algebra Flashcards
MTH1004 Linear Algebra Question-Based Revision
summaries
MTH1004 Linear Algebra Practice Tests
MTH1004 Linear Algebra Summary Notes
MTH1004 Linear Algebra Summary Questions
MTH1004 Linear Algebra
Dot Product, Angle, Length
Examples of Matrix Elimination to Solve a System
Gauss-Jordan Elimination
Gaussian Elimination
Higher Dimension Vector Span (Example)
Linear Algebra
Linear Algebra Cheat Sheet
Linear Algebra Cheat Sheet (AI-GENERATED)
Linear Algebra Mid-Term Prediction
Linear Algebra Mid-Term Prediction (Cheat Sheet)
Linear Algebra Mid-Term Prediction (Solutions)
Linear Algebra Mid-Term Prediction 2
Linear Algebra Practical Class, Week 19
Linear Algebra Practical Class, Week 20
Linear Algebra Practical Class, Week 21
Linear Algebra Practical Class, Week 22
Linear Algebra Practical Class, Week 23
Linear Algebra Question-Based Revision
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Linear Algebra Tutorial Class, Week 20
Linear Algebra Tutorial Class, Week 21
Linear Algebra Tutorial Class, Week 22
Linear Algebra Tutorial Class, Week 23
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Operations and Rank in Matrices
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Vector Span in Higher Dimensions
Vectors in Two Dimensions
Zac Linear Algebra
Do this with my SC logbook, too
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