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Since October 2026
Instructor since October 2026
Translated by GoogleSee original
Personal online thesis supervision for higher professional education and university
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From 122 C$ /h
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Are you stuck on your thesis, research design, methodology, analysis, structure, or academic writing style? ScriptieSupport offers personal and practical guidance for HBO and university students. We help you move forward independently with clear feedback, concrete next steps, and guidance tailored to your study program and schedule. Our experienced experts have already helped over 1,000 graduates. The guidance takes place online and is available in Dutch and English.
Extra information
Online guidance via video calling. You always retain control and responsibility over your own work.
Location
location type icon
Online from Netherlands
Age
Adults (18-64 years old)
Student level
Advanced
Duration
60 minutes
The class is taught in
Dutch
English
Availability of a typical week
(GMT -05:00)
New York
at teacher icon
Online via webcam
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
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1. We quickly identify the chapters that are causing problems;
2. I re-explain the theory with simple examples;
3. We redo the important exercises together;
4. I will show you how to recognize good reasoning in the exam;
5. We construct a clear method that can be reused independently.

I don't just provide a correction: I explain the reasoning step by step so that you are able to redo the exercises without help.

For students retaking the exam, I also offer more intensive support: level assessment, priority identification, review of fundamentals, and practice with typical exercises and past exams. The goal is to get straight to the point and work efficiently within the time available before the exam.

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Conditional probabilities, probability laws and combinatorics.

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Targeted training based on typical exercises and exam problems.
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➤ Whether your objective is personal or professional, written communication is an activity based on techniques, tools, a method and know-how, reflecting the author's involvement in his writing.

➤ Relevant and successful written communication must always be effective and efficient, with clear, simple and impactful messages, creating a match between the message received and the message sent. Coherence between form and content.

➤ So, how can you convince and be impactful, challenge and leave an impression, enhance your content, address your interlocutors relevantly and optimize the quality & clarity of your message? It is precisely a question of going through, applying and deploying practical and effective techniques, taking care of both substance and form, all in a professional or personal context. For this, there are very specific techniques.

➤ Thus, mastered, the practical method allows, through a set of modules supporting pragmatic & concrete techniques, to improve one's written communication.

➤ To achieve your objective and overcome the blockages encountered through concrete techniques & a targeted methodology, it is a question of:
✓decode and use practical communication tools from great authors
✓highlight your text and enhance it to arouse interest
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✓adopt effective, simple, fair and engaging language
✓use sentences, phrases and expressions to be precise, simple, effective & engaging
✓write proactively and express/transmit your ideas/message clearly
✓propose a constructive solution to problems, while drawing on your own relational skills
✓enhance your potential for expression and creativity
✓connect your communication objectives (project, institution, values, ideas, demands, etc.) with the form of your expression
✓practical techniques to encourage reader engagement
✓Strengthen the structure of your communication and develop a convincing argument in order to sell your ideas and projects
✓better prepare your message and arguments; anticipating objections and delicate situations; by preparing and structuring an attractive and convincing presentation framework; by adequately managing difficult situations
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➤ In short, each session combines adapted techniques & practical exercises, so that you can put them into practice immediately, and from the first session.

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➤ PLACE, TIMETABLE, PRICES
✓ Locations: Geneva-Lausanne-Fribourg-Zurich-Neuchâtel-Lugano-Basel-Neuchâtel-Berne-Lucerne-Brussels-Luxembourg-Paris-Lyon. But currently, these sessions continue to be offered by videoconference in the current context and in accordance with general demand which is almost unanimous on this subject.

✓ Indeed, apart from the classic advantages of videoconferencing (time saving related to travel & their unforeseen events, eco-responsibility, increased schedule flexibility, etc.), the quality of the session & the interaction remain identical. In addition, the entire exchange, notes and recommendations are immediately transcribed on the dedicated chat.

✓ To support us among ourselves & to be pleasant to you in this sustainable / particular period and in a spirit of solidarity, the fees are temporarily reduced and will not increase after the start of our sessions.

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verified badge
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This support from the beginning of the year is specifically designed for students in the Luxembourg system who are moving from 2nd to 1st year of secondary school. The objective is to start now to consolidate what they have learned and fill in any gaps.

📚 Sample program (Adaptable according to the student's section - B, C, D, G, etc.):

Module 1: Consolidation of Foundations (Basic Algebra and Analysis)

Perfect mastery of algebraic calculation, fractions and powers.

Solving complex equations and inequalities.

In-depth review of derivatives and the study of functions (variation tables, asymptotes).

Module 2: Introduction to the key concepts of the 1st

Introduction to logarithmic and exponential functions (ln and exp).

Introduction to integral calculus (calculating areas).

Depending on the section: Complex numbers, analytic geometry in space, or probability/statistics.
verified badge
🎓My name is Marc, I have a Master 2 degree in Applied Mathematics and Statistics and a Master 2 degree in Mathematics.
I teach mathematics and computer science to the following levels:
• Middle school (all grades)
• High school: common core curriculum, mathematics specialization, advanced mathematics
• Higher education: BTS, BUT, Bachelor's degree, private schools (probability, statistics, analysis, algebra, etc.)

📍 Areas of intervention
• At home: Marseille
• Online: throughout France (video conference lessons, shared materials, exercises sent after the lesson).

🧠 My method
• Review of the basics to fill in the gaps
• Simple explanations + concrete examples
• Targeted exercises to prepare for tests, exams, baccalaureate, midterms, etc.
• Implementation of a work method (worksheets, time management, writing)

🧮 For whom?
• Students who are struggling and want to improve their grades
• Students aiming for a good grade in the Brevet/Bac exams
• Higher education students who want to succeed in their math/statistics/computer science (python) exams.

⏰ Availability
• In the evenings on weekdays, and it's possible during the day on certain days of the week.
• Weekends
• School holidays (possibility of revision courses in small groups).
verified badge
Do you have a statistics or probability exam in BA1/BA2? I can help you review the material in a clear, structured and exam-oriented way.

I support higher education students (university and college), particularly in their first and second years of undergraduate studies, to understand important concepts, redo practical exercises, and practice with exam-style questions.

My goal is simple: to help you understand the logic behind formulas, know when to use them, recognize correct reasoning in a statement, and gain autonomy when facing exercises.

Subjects covered according to your program:

• Descriptive statistics:
mean, median, variance, standard deviation, quartiles, quantiles, coefficient of variation, box plots, histograms, graphs, interpretation of tables and data.

• Univariate and bivariate statistics:
analysis of one variable, analysis of two variables, scatter plots, covariance, correlation, regression line, coefficient of determination, interpretation of relationships between variables.

• Probabilities:
events, union, intersection, complement, conditional probabilities, independence, Bayes' theorem, probability trees, contingency tables.

• Combinatorial probabilities:
permutations, arrangements, combinations, draws with or without replacement, counting, classic exam situations.

• Random variables:
discrete and continuous variables, probability function, density function, distribution function, expectation, variance, standard deviation, variable transformation.

• Probability laws:
Bernoulli distribution, binomial distribution, normal distribution, standard normal distribution, Student's t-distribution, chi-square distribution, use of statistical tables according to your course.

• Statistical inference:
sampling, estimators, point estimation, confidence intervals, margin of error, degrees of freedom, confidence level.

• Hypothesis testing:
null hypothesis H0, alternative hypothesis H1, significance threshold, p-value, one-tailed or two-tailed test, test on a mean, test on a proportion, chi-square test, interpretation of results.

• Exam preparation:
reading statements, choosing the right method, identifying the formulas to use, typical exercises, past exams, guided corrections and problem-solving methods.

Method of working :

1. We quickly identify the chapters that are causing problems;
2. I re-explain the theory with simple examples;
3. We redo the important exercises together;
4. I will show you how to recognize good reasoning in the exam;
5. We construct a clear method that can be reused independently.

I don't just provide a correction: I explain the reasoning step by step so that you are able to redo the exercises without help.

For students retaking the exam, I also offer more intensive support: level assessment, priority identification, review of fundamentals, and practice with typical exercises and past exams. The goal is to get straight to the point and work efficiently within the time available before the exam.

I have been giving private lessons for over 7 years in mathematics, statistics, economics, and accounting. I have also tutored first and second-year Bachelor's students at Solvay/ULB in mathematics, statistics, and microeconomics as part of a university tutoring program.

My professional experience in finance and business controlling at Deloitte has also allowed me to develop a very structured approach to numbers, analysis and problem-solving.

Courses available in French or English, online or in person in Brussels or the surrounding area.
verified badge
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Objective: Zero obstacles. A targeted support system to help you pass your exams and entrance exams.
verified badge
I provide bespoke, one-on-one A-level Maths and Further Maths tuition focused on strategic problem-solving and rigorous exam preparation. As a former university lecturer and researcher, I have extensive experience guiding students through complex mathematical concepts and helping them secure top grades.

I adapt my teaching to all major UK exam boards and utilise digital whiteboards for highly interactive, real-time collaboration. Rather than relying solely on generic textbooks, I design custom mock exams and targeted worksheets tailored exactly to your syllabus and areas for improvement.

Whether your primary goal is achieving top A-level results or you require elite preparation for competitive university admissions exams such as the TMUA, MAT, or STEP for institutions like Oxford, Cambridge, and Imperial College, I provide the structured environment you need to succeed.
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Do you want to pass your German A-levels in 2027 with confidence and good grades? Then you've come to the right place.

I am a state-certified translator and have been preparing students for the German Abitur (university entrance exam) for years, achieving targeted and successful results. I know the exam requirements inside and out – text analysis, discussion, characterization, knowledge of historical periods, and the oral exam – and I will show you how to complete the tasks in a structured and high-scoring manner under time pressure.

The lessons are completely individualized: We specifically address your knowledge gaps, practice the most important command words, and build the exam confidence you need. Everything takes place online and is precisely tailored to your level and goals – whether you're preparing for written exams, oral exams, or the entire Abitur (university entrance qualification).

Many of my students have achieved noticeably better results and significantly more self-confidence thanks to my clear and calm teaching methods. Feel free to contact me if you'd like to schedule a free trial lesson. I look forward to meeting you.
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I offer friendly and engaging English lessons for beginners and learners who want to improve their language skills. My lessons cover reading, writing, grammar and vocabulary, with a focus on building confidence and improving communication.

I aim to create a comfortable learning environment where students can learn at their own pace, ask questions and practise their skills.
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Whether you're in a preparatory class for engineering schools (scientific track or business school), a bachelor's degree, an engineering school, or a master's program, higher-level mathematics moves quickly, and a poorly understood concept can hold you back from an entire chapter. This course is designed to help you truly understand, and then master, the material.

Graduate engineer from CentraleSupélec, eligible for the agrégation option probability-statistics (2026), I am preparing a doctorate in AI applied to automation and I have taught more than 400 hours at the university.

Each session is tailored to your needs: questions from the week, practice exams or midterms to prepare for, or a particularly challenging exercise. I begin with intuitive approaches (diagrams, concrete examples, sometimes a Python simulation), then we move on to more rigorous methods: definitions, key proofs, and the writing style expected in competitive exams. You then work through progressively challenging exercises and leave with a summary of the methods.

Areas of expertise: analysis, linear algebra, probability, statistics, financial mathematics and mathematical foundations of machine learning.
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