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Private tutoring in mathematics for all levels and all subjects
From 32.68 $ /h
With a doctorate in mathematics and experience as a university lecturer, I have dedicated several years to teaching students in France and internationally. I support students of varying levels, emphasizing a clear, progressive, and comprehension-focused approach.
Extra information
Holding a PhD in Mathematics from the University of Nantes, I possess a strong academic background in fundamental and applied mathematics. My university studies include a Master's degree in Mathematics with honors, as well as a specialization in mathematical analysis and partial differential equations. This high-level training forms the foundation of my scientific and teaching expertise.
I have been teaching mathematics at the university level for several years, as a contract lecturer, temporary lecturer, and part-time lecturer, both in France and internationally. I have taught a significant number of hours, from undergraduate to master's level, in a variety of fields such as mathematics, computer science, engineering, and applied sciences. My courses cover a wide range of disciplines: linear algebra, analysis, differential and integral calculus, probability and statistics, discrete mathematics and logic, as well as numerical analysis with practical exercises using Matlab.
From a pedagogical standpoint, I use a structured and progressive methodology based on understanding concepts, rigorous reasoning, and regular practice. I adapt my methods to the students' level and objectives, combining clear theoretical explanations, concrete examples, guided exercises, and practical applications. I also place great importance on student autonomy and their ability to explain and justify their reasoning.
Alongside my teaching, I conduct research in mathematical analysis, particularly on kinetic equations and operators from mathematical physics. This scientific activity enriches my teaching and allows me to offer up-to-date, rigorous, and application-oriented content. My areas of expertise include the analysis of partial differential equations, spectral analysis, non-self-adjoint operators, and numerical analysis.
Finally, I am proficient in the IT and pedagogical tools necessary for modern teaching, including Matlab and LaTeX, and I work in a bilingual French environment. My goal is to offer serious, supportive, and effective guidance, enabling each student to make lasting progress and develop genuine confidence in their mathematical abilities.
I have been teaching mathematics at the university level for several years, as a contract lecturer, temporary lecturer, and part-time lecturer, both in France and internationally. I have taught a significant number of hours, from undergraduate to master's level, in a variety of fields such as mathematics, computer science, engineering, and applied sciences. My courses cover a wide range of disciplines: linear algebra, analysis, differential and integral calculus, probability and statistics, discrete mathematics and logic, as well as numerical analysis with practical exercises using Matlab.
From a pedagogical standpoint, I use a structured and progressive methodology based on understanding concepts, rigorous reasoning, and regular practice. I adapt my methods to the students' level and objectives, combining clear theoretical explanations, concrete examples, guided exercises, and practical applications. I also place great importance on student autonomy and their ability to explain and justify their reasoning.
Alongside my teaching, I conduct research in mathematical analysis, particularly on kinetic equations and operators from mathematical physics. This scientific activity enriches my teaching and allows me to offer up-to-date, rigorous, and application-oriented content. My areas of expertise include the analysis of partial differential equations, spectral analysis, non-self-adjoint operators, and numerical analysis.
Finally, I am proficient in the IT and pedagogical tools necessary for modern teaching, including Matlab and LaTeX, and I work in a bilingual French environment. My goal is to offer serious, supportive, and effective guidance, enabling each student to make lasting progress and develop genuine confidence in their mathematical abilities.
Location
Online from Lebanon
About Me
With a doctorate in mathematics and experience as a university lecturer, I have dedicated several years to teaching students in France and internationally. I support students of varying levels, emphasizing a clear, progressive, and comprehension-focused approach.
Education
University of Nantes, PhD in Mathematics, Analysis of PDEs
University of Nantes, Master 2 in Fundamental and Applied Mathematics
Lebanese University, Master 1 in Pure Mathematics
Lebanese University, Bachelor's Degree in Pure Mathematics
University of Nantes, Master 2 in Fundamental and Applied Mathematics
Lebanese University, Master 1 in Pure Mathematics
Lebanese University, Bachelor's Degree in Pure Mathematics
Experience / Qualifications
PhD in Mathematics (2016-2019), University of Nantes
Teaching assistant at the University of Nantes (2016-2019) (64 hours/year)
Temporary research and teaching assistant, University of Nantes (2019-2020) (192 hours/year)
Temporary research and teaching assistant, University of Perpignan Via Domitia (2020-2021) (192 hours/year)
Contractual lecturer at the University of Nantes (LRU), half-time PRAG position (2021-2022) (216 hours/6 months)
Contractual lecturer at the University of AL MAAREF, Lebanon (2023-present) (400 hours/year)
Teaching assistant at the University of Nantes (2016-2019) (64 hours/year)
Temporary research and teaching assistant, University of Nantes (2019-2020) (192 hours/year)
Temporary research and teaching assistant, University of Perpignan Via Domitia (2020-2021) (192 hours/year)
Contractual lecturer at the University of Nantes (LRU), half-time PRAG position (2021-2022) (216 hours/6 months)
Contractual lecturer at the University of AL MAAREF, Lebanon (2023-present) (400 hours/year)
Age
Teenagers (13-17 years old)
Adults (18-64 years old)
Seniors (65+ years old)
Student level
Beginner
Intermediate
Advanced
Duration
30 minutes
45 minutes
60 minutes
90 minutes
The class is taught in
French
Arabic
English
Skills
Availability of a typical week
(GMT -04:00)
New York
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
You will learn the following concepts:
Method of counting, combination, permutation, arrangement,...
Independence and conditionally, Bayes' theorem...
Random variables: discrete and continuous (probability density and cumulative distribution function).
System of random variables (joint probability and marginal probabilities...)
Specific discrete random variables such as binomial distribution, geometric distribution, Poisson distribution, hypergeometric distribution...
Specific continuous random variables such as normal distribution, uniform distribution, exponential distribution, chi-squared distribution, T-distribution, F-distribution...
Mean and variance for random variables (two types)
Estimators, confidence intervals, hypothesis tests...
introduction to SPSS program
Method of counting, combination, permutation, arrangement,...
Independence and conditionally, Bayes' theorem...
Random variables: discrete and continuous (probability density and cumulative distribution function).
System of random variables (joint probability and marginal probabilities...)
Specific discrete random variables such as binomial distribution, geometric distribution, Poisson distribution, hypergeometric distribution...
Specific continuous random variables such as normal distribution, uniform distribution, exponential distribution, chi-squared distribution, T-distribution, F-distribution...
Mean and variance for random variables (two types)
Estimators, confidence intervals, hypothesis tests...
introduction to SPSS program
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