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Since May 2020
Instructor since May 2020
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Private physics lessons.
From 26.79 £ /h
I also give private lessons to college and high school students. I adapt my lessons according to the needs and level of each student. I can follow the school or university program, or go beyond if necessary.
My teaching method favors a classic approach:
1) Thorough understanding of the subject and its importance in the field of study or in daily life.
2) Illustration by concrete examples.
3) Realization of practical exercises to properly assimilate and finally master the subject.
I consider comprehension and logical reasoning as essential elements. I accompany the student in his progress and encourage him to work outside of class hours if it suits him.
My teaching method favors a classic approach:
1) Thorough understanding of the subject and its importance in the field of study or in daily life.
2) Illustration by concrete examples.
3) Realization of practical exercises to properly assimilate and finally master the subject.
I consider comprehension and logical reasoning as essential elements. I accompany the student in his progress and encourage him to work outside of class hours if it suits him.
Location
Online from France
About Me
I am a State Engineer and experienced Professor, specializing in Computer Science, with solid expertise extending to Mathematics, Physics and Chemistry. My professional career has led me to teach at university level and in Grandes Écoles, in France and internationally.
My approach is based on the importance of a comprehensive understanding: I use my technical expertise to break down even the most complex scientific concepts and reveal their underlying logic. Whether programming a mathematical equation or simulating a chemical reaction, I strive to illustrate each concept with a concrete and modern application. My goal is to take you from theory to technical mastery.
My approach is based on the importance of a comprehensive understanding: I use my technical expertise to break down even the most complex scientific concepts and reveal their underlying logic. Whether programming a mathematical equation or simulating a chemical reaction, I strive to illustrate each concept with a concrete and modern application. My goal is to take you from theory to technical mastery.
Education
My education is characterized by a dual excellence:
State Engineering Diploma in Computer Science (French Grande École).
Doctorate in Computer Science.
I built my specialization on a solid foundation in Mathematics and Physics-Chemistry, acquired through a rigorous preparatory course. This foundation allows me to teach these four disciplines with the analytical rigor necessary to prepare my students for higher education and engineering careers.
State Engineering Diploma in Computer Science (French Grande École).
Doctorate in Computer Science.
I built my specialization on a solid foundation in Mathematics and Physics-Chemistry, acquired through a rigorous preparatory course. This foundation allows me to teach these four disciplines with the analytical rigor necessary to prepare my students for higher education and engineering careers.
Experience / Qualifications
I have extensive teaching experience covering Bachelor's to Master's levels in France. I have had the privilege of supervising students in Computer Science (Programming, Networks, Algorithms), but also of consolidating their foundations in Mathematical Analysis and Fundamental Physics (Mechanics, Electromagnetism).
My international experience has allowed me to refine my teaching methods to adapt to diverse educational cultures. I am particularly qualified to:
Academic support and preparation for higher-level exams.
Teaching scientific subjects through the practical application of technical skills and case studies.
My international experience has allowed me to refine my teaching methods to adapt to diverse educational cultures. I am particularly qualified to:
Academic support and preparation for higher-level exams.
Teaching scientific subjects through the practical application of technical skills and case studies.
Age
Children (7-12 years old)
Teenagers (13-17 years old)
Adults (18-64 years old)
Seniors (65+ years old)
Student level
Beginner
Intermediate
Duration
60 minutes
90 minutes
The class is taught in
French
English
Arabic
Reviews
Availability of a typical week
(GMT -05:00)
New York
Online via webcam
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
Online Course: Basic Concepts of Algorithms and Data Structures
Duration :
- 60 minutes: condensed format to introduce fundamental concepts with targeted exercises.
- 90 minutes: extended format to explore concepts in depth, solve complex problems, and include an interactive question-and-answer session.
---
General description
This course is designed for students and professionals who are new to computer science, as well as those who want to solidify their foundation in algorithms and data structures. It provides a clear and practical introduction to the essential tools for solving problems effectively, by learning how to design and analyze algorithms. Whether you are preparing for an exam, a technical interview, or want to improve your programming skills, this course will guide you in understanding theoretical concepts and their practical application.
---
Educational objectives
At the end of the course, participants will be able to:
1. Understand the fundamental concepts of algorithms: sorting, searching, time complexity.
2. Master key data structures: arrays, lists, stacks, queues, trees, and graphs.
3. Solve problems by choosing appropriate data structures and algorithms.
4. Analyze and optimize the performance of algorithms.
---
Course syllabus
1. Introduction (5-10 min)
- Presentation of the objectives and concepts covered.
- Importance of algorithms and data structures in computer science.
2. Fundamental concepts (20-30 min)
- Definitions and roles of algorithms and data structures.
- Temporal and spatial complexity: basic notions (Big O).
- Basic data structures: arrays, lists, and dictionaries.
3. Practical application and examples (30-40 min)
- Simple sorting implementation (insertion sort, bubble sort).
- Search example (linear search, binary search).
- Manipulation of stacks and queues through practical exercises.
- Bonus for the 90 min format: Exploration of trees and graphs (simple example of a route).
4. Q&A and conclusion (5-10 min)
- Review of the concepts covered.
- Tips for continuing to practice and progress.
- Suggestions for personal projects to apply the knowledge acquired.
---
Teaching methodology
- Interactive learning: a combination of theoretical explanations and practical applications.
- Concrete examples: each concept is illustrated by practical cases and guided exercises.
- Adaptation to needs: the courses are adjusted to the level and objectives of each participant, with a focus on the most relevant aspects.
---
Target audience
This course is aimed at:
- Computer science students wishing to strengthen their mastery of the basics before exams or projects.
- Programming beginners who want to understand the essential mechanisms behind problem solving.
- Professionals preparing for technical interviews or seeking to improve their understanding of algorithms.
---
Benefits of this online course
- Personalized support from an experienced trainer.
- Educational materials and practical exercises accessible after the session.
- Flexible hours to fit your schedule.
- Progressive approach to facilitate learning, even for beginners.
Develop your skills in algorithms and data structures today to efficiently solve the complex problems of tomorrow!
---
Duration :
- 60 minutes: condensed format to introduce fundamental concepts with targeted exercises.
- 90 minutes: extended format to explore concepts in depth, solve complex problems, and include an interactive question-and-answer session.
---
General description
This course is designed for students and professionals who are new to computer science, as well as those who want to solidify their foundation in algorithms and data structures. It provides a clear and practical introduction to the essential tools for solving problems effectively, by learning how to design and analyze algorithms. Whether you are preparing for an exam, a technical interview, or want to improve your programming skills, this course will guide you in understanding theoretical concepts and their practical application.
---
Educational objectives
At the end of the course, participants will be able to:
1. Understand the fundamental concepts of algorithms: sorting, searching, time complexity.
2. Master key data structures: arrays, lists, stacks, queues, trees, and graphs.
3. Solve problems by choosing appropriate data structures and algorithms.
4. Analyze and optimize the performance of algorithms.
---
Course syllabus
1. Introduction (5-10 min)
- Presentation of the objectives and concepts covered.
- Importance of algorithms and data structures in computer science.
2. Fundamental concepts (20-30 min)
- Definitions and roles of algorithms and data structures.
- Temporal and spatial complexity: basic notions (Big O).
- Basic data structures: arrays, lists, and dictionaries.
3. Practical application and examples (30-40 min)
- Simple sorting implementation (insertion sort, bubble sort).
- Search example (linear search, binary search).
- Manipulation of stacks and queues through practical exercises.
- Bonus for the 90 min format: Exploration of trees and graphs (simple example of a route).
4. Q&A and conclusion (5-10 min)
- Review of the concepts covered.
- Tips for continuing to practice and progress.
- Suggestions for personal projects to apply the knowledge acquired.
---
Teaching methodology
- Interactive learning: a combination of theoretical explanations and practical applications.
- Concrete examples: each concept is illustrated by practical cases and guided exercises.
- Adaptation to needs: the courses are adjusted to the level and objectives of each participant, with a focus on the most relevant aspects.
---
Target audience
This course is aimed at:
- Computer science students wishing to strengthen their mastery of the basics before exams or projects.
- Programming beginners who want to understand the essential mechanisms behind problem solving.
- Professionals preparing for technical interviews or seeking to improve their understanding of algorithms.
---
Benefits of this online course
- Personalized support from an experienced trainer.
- Educational materials and practical exercises accessible after the session.
- Flexible hours to fit your schedule.
- Progressive approach to facilitate learning, even for beginners.
Develop your skills in algorithms and data structures today to efficiently solve the complex problems of tomorrow!
---
23.22 £ /h
Online Course: Algebra Exam Preparation for Secondary School
Duration :
- 60 minutes: intensive format to review key concepts and solve targeted exercises.
- 90 minutes: In-depth format to cover more topics, solve complex problems, and include detailed Q&A sessions.
General description
This course is designed for high school students who want to strengthen their algebra skills and prepare effectively for their exams. It is designed to clarify fundamental concepts, fill in any gaps, and help master the solving techniques needed to succeed. Through simplified explanations, concrete examples, and varied exercises, students will gain confidence and improve their mathematics results.
---
Educational objectives
At the end of this course, students will be able to:
1. Understand the basic principles of algebra, including equations, inequalities, and functions.
2. Apply the properties of numbers and algebraic expressions to simplify and solve problems.
3. Solve systems of linear equations and work with graphs of functions.
4. Approach exam exercises and problems methodically and effectively.
---
Course syllabus
1. Introduction (5-10 min)
- Identification of the student's specific needs and objectives.
- Presentation of key topics to be covered during the session.
2. Review of fundamental concepts (20-30 min)
- The basics: properties of numbers, manipulation of algebraic expressions.
- Solving linear equations and inequalities.
- Functions: definition, graphic representation, and analysis.
- Bonus for the 90 min format: Introduction to systems of equations and polynomials.
3. Practical exercises and examination methods (30-40 min)
- Guided resolution of typical problems encountered in exams.
- Tips to avoid common mistakes and save time.
- Simulation of an exam question with correction and analysis.
4. Q&A and conclusion (5-10 min)
- Review of concepts learned and clarification of points that remained unclear.
- Recommendations for reviewing and progressing independently.
- Feedback on the session and planning of subsequent courses if necessary.
---
Teaching methodology
- Personalized teaching: the course is adapted to the specific needs of each student, taking into account their level and objectives.
- Practical approach: particular attention is paid to solving exercises to develop skills that can be applied immediately in the exam.
- Clear explanations: concrete examples and detailed steps facilitate understanding and assimilation.
---
Target audience
This course is ideal for:
- High school students preparing for exams or tests in algebra.
- Those having difficulty with specific concepts or wishing to strengthen their understanding.
- Parents looking for personalized support to ensure their child's academic success.
---
Benefits of this online course
- Learning made easier thanks to individual support.
- Use of interactive tools to make mathematics accessible and stimulating.
- Exercises inspired by exam questions for realistic and effective preparation.
- Flexible schedules and course options adapted to the student's pace.
Gain confidence in your algebra skills and prepare for your exams with complete peace of mind!
---
Duration :
- 60 minutes: intensive format to review key concepts and solve targeted exercises.
- 90 minutes: In-depth format to cover more topics, solve complex problems, and include detailed Q&A sessions.
General description
This course is designed for high school students who want to strengthen their algebra skills and prepare effectively for their exams. It is designed to clarify fundamental concepts, fill in any gaps, and help master the solving techniques needed to succeed. Through simplified explanations, concrete examples, and varied exercises, students will gain confidence and improve their mathematics results.
---
Educational objectives
At the end of this course, students will be able to:
1. Understand the basic principles of algebra, including equations, inequalities, and functions.
2. Apply the properties of numbers and algebraic expressions to simplify and solve problems.
3. Solve systems of linear equations and work with graphs of functions.
4. Approach exam exercises and problems methodically and effectively.
---
Course syllabus
1. Introduction (5-10 min)
- Identification of the student's specific needs and objectives.
- Presentation of key topics to be covered during the session.
2. Review of fundamental concepts (20-30 min)
- The basics: properties of numbers, manipulation of algebraic expressions.
- Solving linear equations and inequalities.
- Functions: definition, graphic representation, and analysis.
- Bonus for the 90 min format: Introduction to systems of equations and polynomials.
3. Practical exercises and examination methods (30-40 min)
- Guided resolution of typical problems encountered in exams.
- Tips to avoid common mistakes and save time.
- Simulation of an exam question with correction and analysis.
4. Q&A and conclusion (5-10 min)
- Review of concepts learned and clarification of points that remained unclear.
- Recommendations for reviewing and progressing independently.
- Feedback on the session and planning of subsequent courses if necessary.
---
Teaching methodology
- Personalized teaching: the course is adapted to the specific needs of each student, taking into account their level and objectives.
- Practical approach: particular attention is paid to solving exercises to develop skills that can be applied immediately in the exam.
- Clear explanations: concrete examples and detailed steps facilitate understanding and assimilation.
---
Target audience
This course is ideal for:
- High school students preparing for exams or tests in algebra.
- Those having difficulty with specific concepts or wishing to strengthen their understanding.
- Parents looking for personalized support to ensure their child's academic success.
---
Benefits of this online course
- Learning made easier thanks to individual support.
- Use of interactive tools to make mathematics accessible and stimulating.
- Exercises inspired by exam questions for realistic and effective preparation.
- Flexible schedules and course options adapted to the student's pace.
Gain confidence in your algebra skills and prepare for your exams with complete peace of mind!
---
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