Corinageorgiou
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Summary - Scientific computation with Python (MAS2806)
These notes combine theoretical explanations with practical Python examples, making it easy to understand key numerical methods and how to implement them. Topics covered: • Python basics and scientific libraries (NumPy, Matplotlib) • Root-finding algorithms (bisection, Newton-Raphson) • Numerical integration (trapezoidal rule, Simpson’s rule) • Solving differential equations (Euler’s method) • Interpolation and curve fitting • Error analysis and stability • App...
- Summary
- • 15 pages •
These notes combine theoretical explanations with practical Python examples, making it easy to understand key numerical methods and how to implement them. Topics covered: • Python basics and scientific libraries (NumPy, Matplotlib) • Root-finding algorithms (bisection, Newton-Raphson) • Numerical integration (trapezoidal rule, Simpson’s rule) • Solving differential equations (Euler’s method) • Interpolation and curve fitting • Error analysis and stability • App...
Summary - Computational probability with R (MAS2906)
Topics covered: • Discrete and continuous random variables • Probability distributions (Binomial, Poisson, Normal, etc.) • Expectation, variance, and moments • Law of Large Numbers and Central Limit Theorem • Monte Carlo simulation • Generating random variables in R • Visualisation and interpretation of results in R
- Summary
- • 16 pages •
Topics covered: • Discrete and continuous random variables • Probability distributions (Binomial, Poisson, Normal, etc.) • Expectation, variance, and moments • Law of Large Numbers and Central Limit Theorem • Monte Carlo simulation • Generating random variables in R • Visualisation and interpretation of results in R
Glasgow Mathematics
This bundle contains modules from university of glasgow , mathematics . Differential equations ,mathematical methods,
- Package deal
- • 3 items •
This bundle contains modules from university of glasgow , mathematics . Differential equations ,mathematical methods,
Lecture notes Complex Analysis (MAS2702)
High-quality, concise notes from Semester 1 of Complex Analysis, created during my second year at Newcastle University. These notes are structured for clarity, combining lecture content, worked examples, and key theorems with intuitive explanations. Perfect for exam prep or filling in any gaps from lectures. Topics covered: • Complex numbers and functions • Limits, continuity, and differentiability • Cauchy-Riemann equations • Analytic and harmonic functions • Complex inte...
- Lecture notes
- • 31 pages •
High-quality, concise notes from Semester 1 of Complex Analysis, created during my second year at Newcastle University. These notes are structured for clarity, combining lecture content, worked examples, and key theorems with intuitive explanations. Perfect for exam prep or filling in any gaps from lectures. Topics covered: • Complex numbers and functions • Limits, continuity, and differentiability • Cauchy-Riemann equations • Analytic and harmonic functions • Complex inte...
Lecture notes Linear Algebra (MAS2701)
Detailed and easy-to-follow notes from Semester 1 of Linear Algebra, taken during my second year at Newcastle University. These notes are based on lectures, tutorials, and recommended material, making them a great resource for both revision and day-to-day studying. Clear explanations, step-by-step examples, and all key concepts included. Topics covered: • Vector spaces and subspaces • Linear independence and spanning sets • Basis, dimension, and coordinates • Linear maps and i...
- Lecture notes
- • 40 pages •
Detailed and easy-to-follow notes from Semester 1 of Linear Algebra, taken during my second year at Newcastle University. These notes are based on lectures, tutorials, and recommended material, making them a great resource for both revision and day-to-day studying. Clear explanations, step-by-step examples, and all key concepts included. Topics covered: • Vector spaces and subspaces • Linear independence and spanning sets • Basis, dimension, and coordinates • Linear maps and i...
Lecture notes mathematical methods Chapter 3 Autonomous Initial Values Problem
Theorems and lemmas for autonomous initial value problems
- Package deal
- Lecture notes
- • 4 pages •
Theorems and lemmas for autonomous initial value problems
Summary Mathematical Methods (MATHS2033) Chapter 1 and Chapter 2
Summary for Calculus Redux and Linear initial value problems in Rn
- Package deal
- Summary
- • 5 pages •
Summary for Calculus Redux and Linear initial value problems in Rn
Glasgow University Chapter 4 Mathematical Method First Order Diff Equation in Rn
A good summary for chapter 4with theorems and lemmas involved.Some proofs are also involved for a better understanding.
- Package deal
- Lecture notes
- • 9 pages •
A good summary for chapter 4with theorems and lemmas involved.Some proofs are also involved for a better understanding.