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This teacher has a fast response time and rate, demonstrating a high quality of service to their students.
Since July 2026
Instructor since July 2026
Master AI,
From 26 C$ /h
A- TOPICS YOU CAN EXPLORE AND MASTER:
1- PYTHON FOUNDATIONS
• Variables, data types, operators, conditional structures, loops, functions, modules, files, exceptions, and object-oriented programming
• Lists, tuples, dictionaries, sets, comprehensions, debugging, and writing clear, reusable, well-structured code
• Jupyter Notebook, Anaconda, Visual Studio Code, virtual environments, and package management
2- DATA PREPARATION AND EXPLORATION
• NumPy and pandas for importing, cleaning, transforming, filtering, grouping, reshaping, and merging data
• Missing values, duplicates, outliers, inconsistent formats, data leakage, and data-quality validation
• Exploratory data analysis using descriptive statistics, Matplotlib, Seaborn, and graphical interpretation
3- MATHEMATICAL FOUNDATIONS
• Linear algebra, vectors, matrices, derivatives, optimization, probability, and statistics
• Loss functions, gradients, distance measures, regularization, likelihood, and model complexity
• Mathematical concepts are explained according to the learner’s level and the requirements of the selected algorithms
4- SUPERVISED MACHINE LEARNING
• Linear and polynomial regression, logistic regression, and regularized models
• k-nearest neighbours, decision trees, random forests, gradient boosting, support vector machines, and Naive Bayes classifiers
• Classification, regression, model assumptions, decision boundaries, feature importance, and interpretation of results
5- UNSUPERVISED LEARNING
• Clustering using k-means, hierarchical clustering, and density-based methods
• Principal component analysis, dimensionality reduction, anomaly detection, and pattern or structure discovery
• Method selection, evaluation of data structure, and interpretation of results without predefined labels
6- MODEL EVALUATION AND IMPROVEMENT
• Training, validation, and test sets; cross-validation; hyperparameter optimization
• Accuracy, precision, recall, specificity, F1 score, ROC–AUC, confusion matrices, MAE, MSE, RMSE, and R2
• Underfitting, overfitting, bias–variance trade-off, class imbalance, feature engineering, feature selection, scaling, and regularization
7- DEEP LEARNING
• Neural-network foundations, activation functions, forward propagation, backpropagation, and gradient descent
• Multilayer perceptrons, convolutional neural networks, recurrent neural networks, and Transformer foundations
• TensorFlow, Keras, or PyTorch depending on the learner’s project and working environment
8- ARTIFICIAL INTELLIGENCE APPLICATIONS
• Natural language processing, text classification, embeddings, sentiment analysis, and foundations of language models
• Computer vision, image classification, fundamental principles of object detection, and image preprocessing
• Recommendation systems, forecasting, anomaly detection, intelligent automation, and decision-support applications
9- GENERATIVE AI AND LARGE LANGUAGE MODELS
• Transformer architecture, tokens, embeddings, attention mechanisms, prompt engineering, Retrieval-Augmented Generation (RAG), and model evaluation
• Use of artificial-intelligence APIs, vector databases, document-retrieval systems, and structured AI-enabled workflows when relevant
• Reliability, hallucinations, bias, privacy, responsible use, and appropriate human validation
10- TOOLS AND LIBRARIES
• Python, NumPy, pandas, Matplotlib, Seaborn, scikit-learn, SciPy, Statsmodels, TensorFlow, Keras, and PyTorch
• Jupyter Notebook, Anaconda, Visual Studio Code, Git, GitHub, SQL, Excel, and Power BI when useful to the project
• Additional libraries may be introduced depending on the selected specialization and dataset
11- PROJECTS, RESEARCH, AND INTERVIEW PREPARATION
• Complete projects covering data preparation, model development, evaluation, interpretation, and presentation of results
• University assignments, dissertations, theses, research projects, portfolio projects, technical interviews, and professional applications
• Code review, debugging, documentation, reproducibility, model comparison, and communication of results
B- PERSONALIZED TUTORING: LEARNING HOW TO REASON
Machine learning and artificial intelligence become much more accessible when mathematics, algorithms, Python code, data, and real-world applications are clearly connected.
My lessons help you move beyond simply copying code or using models as “black boxes.” You will learn how to define the problem correctly, prepare the data, select an appropriate algorithm, understand how it works, train and evaluate the model, diagnose errors, improve performance, and interpret results rigorously and responsibly.
Each lesson is personalized according to your current level, mathematical background, programming experience, dataset, university work, research project, interview preparation, or professional objective. We begin by identifying your existing knowledge, software environment, expected outcomes, and main conceptual or technical difficulties. We then establish a structured learning plan.
The first free lesson combines a discussion of your background, objectives, and tutoring needs; an initial assessment of your current knowledge; personalized planning and organization of future sessions; and a short trial lesson to determine the most effective learning approach.
A typical session may include conceptual explanation, development of mathematical intuition, live coding, guided implementation, model evaluation, technical problem solving, and a concise summary of the next steps.
You may work with your own dataset, university assignment, research project, or professional problem, provided that confidential information is handled appropriately. I can also provide structured examples and datasets suited to your level.
My goal is not simply to help you run an algorithm. It is to help you understand why it is appropriate, how it learns from data, how to evaluate it correctly, why it may fail, and how to build a reliable, interpretable, and scientifically rigorous solution.
1- PYTHON FOUNDATIONS
• Variables, data types, operators, conditional structures, loops, functions, modules, files, exceptions, and object-oriented programming
• Lists, tuples, dictionaries, sets, comprehensions, debugging, and writing clear, reusable, well-structured code
• Jupyter Notebook, Anaconda, Visual Studio Code, virtual environments, and package management
2- DATA PREPARATION AND EXPLORATION
• NumPy and pandas for importing, cleaning, transforming, filtering, grouping, reshaping, and merging data
• Missing values, duplicates, outliers, inconsistent formats, data leakage, and data-quality validation
• Exploratory data analysis using descriptive statistics, Matplotlib, Seaborn, and graphical interpretation
3- MATHEMATICAL FOUNDATIONS
• Linear algebra, vectors, matrices, derivatives, optimization, probability, and statistics
• Loss functions, gradients, distance measures, regularization, likelihood, and model complexity
• Mathematical concepts are explained according to the learner’s level and the requirements of the selected algorithms
4- SUPERVISED MACHINE LEARNING
• Linear and polynomial regression, logistic regression, and regularized models
• k-nearest neighbours, decision trees, random forests, gradient boosting, support vector machines, and Naive Bayes classifiers
• Classification, regression, model assumptions, decision boundaries, feature importance, and interpretation of results
5- UNSUPERVISED LEARNING
• Clustering using k-means, hierarchical clustering, and density-based methods
• Principal component analysis, dimensionality reduction, anomaly detection, and pattern or structure discovery
• Method selection, evaluation of data structure, and interpretation of results without predefined labels
6- MODEL EVALUATION AND IMPROVEMENT
• Training, validation, and test sets; cross-validation; hyperparameter optimization
• Accuracy, precision, recall, specificity, F1 score, ROC–AUC, confusion matrices, MAE, MSE, RMSE, and R2
• Underfitting, overfitting, bias–variance trade-off, class imbalance, feature engineering, feature selection, scaling, and regularization
7- DEEP LEARNING
• Neural-network foundations, activation functions, forward propagation, backpropagation, and gradient descent
• Multilayer perceptrons, convolutional neural networks, recurrent neural networks, and Transformer foundations
• TensorFlow, Keras, or PyTorch depending on the learner’s project and working environment
8- ARTIFICIAL INTELLIGENCE APPLICATIONS
• Natural language processing, text classification, embeddings, sentiment analysis, and foundations of language models
• Computer vision, image classification, fundamental principles of object detection, and image preprocessing
• Recommendation systems, forecasting, anomaly detection, intelligent automation, and decision-support applications
9- GENERATIVE AI AND LARGE LANGUAGE MODELS
• Transformer architecture, tokens, embeddings, attention mechanisms, prompt engineering, Retrieval-Augmented Generation (RAG), and model evaluation
• Use of artificial-intelligence APIs, vector databases, document-retrieval systems, and structured AI-enabled workflows when relevant
• Reliability, hallucinations, bias, privacy, responsible use, and appropriate human validation
10- TOOLS AND LIBRARIES
• Python, NumPy, pandas, Matplotlib, Seaborn, scikit-learn, SciPy, Statsmodels, TensorFlow, Keras, and PyTorch
• Jupyter Notebook, Anaconda, Visual Studio Code, Git, GitHub, SQL, Excel, and Power BI when useful to the project
• Additional libraries may be introduced depending on the selected specialization and dataset
11- PROJECTS, RESEARCH, AND INTERVIEW PREPARATION
• Complete projects covering data preparation, model development, evaluation, interpretation, and presentation of results
• University assignments, dissertations, theses, research projects, portfolio projects, technical interviews, and professional applications
• Code review, debugging, documentation, reproducibility, model comparison, and communication of results
B- PERSONALIZED TUTORING: LEARNING HOW TO REASON
Machine learning and artificial intelligence become much more accessible when mathematics, algorithms, Python code, data, and real-world applications are clearly connected.
My lessons help you move beyond simply copying code or using models as “black boxes.” You will learn how to define the problem correctly, prepare the data, select an appropriate algorithm, understand how it works, train and evaluate the model, diagnose errors, improve performance, and interpret results rigorously and responsibly.
Each lesson is personalized according to your current level, mathematical background, programming experience, dataset, university work, research project, interview preparation, or professional objective. We begin by identifying your existing knowledge, software environment, expected outcomes, and main conceptual or technical difficulties. We then establish a structured learning plan.
The first free lesson combines a discussion of your background, objectives, and tutoring needs; an initial assessment of your current knowledge; personalized planning and organization of future sessions; and a short trial lesson to determine the most effective learning approach.
A typical session may include conceptual explanation, development of mathematical intuition, live coding, guided implementation, model evaluation, technical problem solving, and a concise summary of the next steps.
You may work with your own dataset, university assignment, research project, or professional problem, provided that confidential information is handled appropriately. I can also provide structured examples and datasets suited to your level.
My goal is not simply to help you run an algorithm. It is to help you understand why it is appropriate, how it learns from data, how to evaluate it correctly, why it may fail, and how to build a reliable, interpretable, and scientifically rigorous solution.
Extra information
Le premier cours gratuit est une séance d’introduction structurée comprenant également un cours d’essai. Nous commencerons par nous présenter brièvement, notamment en abordant votre parcours académique ou professionnel ainsi que mon expertise pertinente. Nous préciserons ensuite vos objectifs, vos échéances et vos besoins en tutorat, puis nous évaluerons votre niveau actuel au moyen d’une discussion et d’une courte activité diagnostique.
Nous établirons ensuite un plan d’apprentissage ciblé ainsi qu’un calendrier pour les cours suivants. Le temps restant sera consacré à un court cours d’essai portant sur un concept ou un problème représentatif, afin de vous permettre de découvrir concrètement mon approche pédagogique avant de décider si vous souhaitez poursuivre.
Nous établirons ensuite un plan d’apprentissage ciblé ainsi qu’un calendrier pour les cours suivants. Le temps restant sera consacré à un court cours d’essai portant sur un concept ou un problème représentatif, afin de vous permettre de découvrir concrètement mon approche pédagogique avant de décider si vous souhaitez poursuivre.
Location
At student's location :
- Around Laval, 10, Canada
Online from Canada
About Me
I am a PhD-qualified engineer, university professor, researcher, and multidisciplinary tutor with more than 30 years of experience in teaching, training, mentoring, research, engineering, and technology.
I enjoy helping students move from confusion to genuine understanding. My approach is structured, patient, personalized, and concept-driven: I first identify your goals and the real source of difficulty, then explain the underlying ideas clearly using visual, numerical, and real-world examples before moving to guided practice and independent problem solving.
I work with teenagers, university students, graduate researchers, engineers, professionals, and adult learners. My areas include statistics, probability, research methods, quantitative analysis, data science, mathematics, physics, chemistry, programming, engineering, CAD/BIM/3D modelling, GIS, and project management.
I do not simply provide formulas, software commands, or final answers. My goal is to help you understand why a method works, when to use it, how to verify the result, and how to apply the same reasoning confidently to new problems.
Whether you are strengthening your foundations, preparing for an exam, analyzing data, conducting research, learning technical software, or solving an advanced engineering problem, I adapt each lesson to your level, objectives, and pace. I value serious learning, curiosity, open communication, and a respectful environment where questions are always welcome.
I enjoy helping students move from confusion to genuine understanding. My approach is structured, patient, personalized, and concept-driven: I first identify your goals and the real source of difficulty, then explain the underlying ideas clearly using visual, numerical, and real-world examples before moving to guided practice and independent problem solving.
I work with teenagers, university students, graduate researchers, engineers, professionals, and adult learners. My areas include statistics, probability, research methods, quantitative analysis, data science, mathematics, physics, chemistry, programming, engineering, CAD/BIM/3D modelling, GIS, and project management.
I do not simply provide formulas, software commands, or final answers. My goal is to help you understand why a method works, when to use it, how to verify the result, and how to apply the same reasoning confidently to new problems.
Whether you are strengthening your foundations, preparing for an exam, analyzing data, conducting research, learning technical software, or solving an advanced engineering problem, I adapt each lesson to your level, objectives, and pace. I value serious learning, curiosity, open communication, and a respectful environment where questions are always welcome.
Education
Bachelor of Applied Science in Mechanical Engineering, Engineering Management Option — University of Ottawa, Canada, 1990. Graduated Magna Cum Laude.
Master of Business Administration (MBA), Management Information Systems / Business Intelligence — Jinan University, 2004. Rank: Very Good. Graduate research focused on data mining for business applications, including clustering, decision trees, and neural networks.
PhD in Management Information Systems (Knowledge Management) — Jinan University, 2008. Rank: Excellent. Doctoral research focused on knowledge representation, organizational memory, ontology development, reasoning, and educational knowledge management.
My multidisciplinary education connects engineering and scientific problem solving with quantitative analysis, research, data, information systems, technology, and management.
Master of Business Administration (MBA), Management Information Systems / Business Intelligence — Jinan University, 2004. Rank: Very Good. Graduate research focused on data mining for business applications, including clustering, decision trees, and neural networks.
PhD in Management Information Systems (Knowledge Management) — Jinan University, 2008. Rank: Excellent. Doctoral research focused on knowledge representation, organizational memory, ontology development, reasoning, and educational knowledge management.
My multidisciplinary education connects engineering and scientific problem solving with quantitative analysis, research, data, information systems, technology, and management.
Experience / Qualifications
More than 30 years of university teaching, professional training, mentoring, research, engineering, and consulting experience. Former Associate Professor, Dean of a Faculty of Business Administration, Vice President for Scientific Research and Higher Studies, and Vice President for Development and Technology.
Extensive undergraduate and graduate teaching experience in statistics, advanced quantitative methods, research methodology, data mining, business intelligence, mathematics, operations research, project management, construction management, database systems, management information systems, and related analytical disciplines.
Strong practical experience in statistical and data-analysis tools including SPSS, Stata, SAS, Excel, Python, and related analytical workflows; programming and information technologies; and engineering/design tools including AutoCAD, Revit, BIM workflows, 3D modelling, Primavera, MS Project, ArcGIS, and other technical software.
Professional engineering experience includes engineering analysis and design, project planning and control, CAD-based technical work, GIS and spatial analysis, infrastructure-related studies, engineering software development, and multidisciplinary project consulting.
Experienced in supporting university students, graduate researchers, engineers, professionals, and adult learners with theoretical understanding, problem solving, research design, quantitative analysis, interpretation of results, software workflows, technical projects, and independent skill development.
Extensive undergraduate and graduate teaching experience in statistics, advanced quantitative methods, research methodology, data mining, business intelligence, mathematics, operations research, project management, construction management, database systems, management information systems, and related analytical disciplines.
Strong practical experience in statistical and data-analysis tools including SPSS, Stata, SAS, Excel, Python, and related analytical workflows; programming and information technologies; and engineering/design tools including AutoCAD, Revit, BIM workflows, 3D modelling, Primavera, MS Project, ArcGIS, and other technical software.
Professional engineering experience includes engineering analysis and design, project planning and control, CAD-based technical work, GIS and spatial analysis, infrastructure-related studies, engineering software development, and multidisciplinary project consulting.
Experienced in supporting university students, graduate researchers, engineers, professionals, and adult learners with theoretical understanding, problem solving, research design, quantitative analysis, interpretation of results, software workflows, technical projects, and independent skill development.
Age
Children (7-12 years old)
Teenagers (13-17 years old)
Adults (18-64 years old)
Seniors (65+ years old)
Student level
Beginner
Intermediate
Advanced
Duration
60 minutes
The class is taught in
English
French
Arabic
Availability of a typical week
(GMT -04:00)
New York
Online via webcam
At student's home
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
Complex academic and professional goals become manageable when the objective is clear, the methodology is sound, the work is properly planned, and decisions are based on structured reasoning rather than improvisation.
I am a PhD-qualified engineer, university professor, published researcher, former senior academic leader, project practitioner, and multidisciplinary mentor with more than 30 years of experience across teaching, research, supervision, engineering, project planning, management, professional development, and decision support.
This class provides personalized guidance for university students, graduate researchers, engineers, professionals, managers, career changers, and adult learners. Depending on your objective, we can focus on one of three clearly defined pathways or connect them when your situation genuinely requires an integrated approach.
RESEARCH METHODS, THESIS & DISSERTATION
• Defining and narrowing a research problem
• Developing research questions and objectives
• Formulating hypotheses
• Building conceptual and theoretical frameworks
• Literature-review strategy and source evaluation
• Connecting theories, constructs, variables, and measurement
• Quantitative research design
• Qualitative research design
• Mixed-methods research
• Experimental, observational, survey, and case-study approaches
• Population and sampling decisions
• Sample-size considerations
• Questionnaire and survey design
• Reliability and validity
• Operationalization of variables
• Coding plans and data preparation
• Research ethics and responsible data handling
• Selecting appropriate analytical methods
• Developing a coherent data-analysis plan
• Interpreting quantitative and qualitative findings
• Structuring methodology and results chapters
• Connecting findings to research questions and hypotheses
• Discussion, limitations, implications, and recommendations
• Responding systematically to supervisor feedback
• Preparing to explain and defend methodological decisions
PROJECT MANAGEMENT & PROFESSIONAL EXECUTION
• Project objectives and success criteria
• Scope definition and requirements
• Work Breakdown Structure (WBS)
• Activity definition and sequencing
• Network diagrams
• Critical Path Method (CPM)
• PERT and schedule uncertainty
• Milestones and deliverables
• Resource planning and allocation
• Cost estimation and budgeting concepts
• Project scheduling and control
• Risk identification, analysis, and response planning
• Stakeholder analysis
• Communication planning
• Quality and performance monitoring
• Change management
• Traditional, Agile, and hybrid approaches
• Construction and engineering project contexts
• Microsoft Project workflows
• Primavera planning and scheduling
• Diagnosing delayed or underperforming projects
• Turning complex objectives into executable action plans
CAREER STRATEGY & INTERVIEW PREPARATION
• Clarifying career direction and professional objectives
• Identifying transferable skills
• Skills-gap analysis
• Career-transition planning
• Professional positioning and value proposition
• CV and résumé strategy
• Matching experience to job requirements
• Preparing for behavioral interviews
• Preparing for technical and analytical interviews
• Structuring evidence-based answers
• STAR and other response frameworks
• Developing strong professional examples and stories
• Mock-interview practice
• Diagnosing weak or unclear answers
• Communicating complex experience concisely
• Preparing for questions about strengths, weaknesses, conflict, leadership, failure, and problem solving
• Interview preparation for academic, technical, engineering, analytical, and management roles
• Building a realistic professional-development plan
My approach follows a common structured logic:
define the objective → diagnose the current situation → identify constraints → select the appropriate methodology → build the plan → execute → monitor → evaluate → communicate the result → improve
We can work with your research proposal, thesis plan, supervisor feedback, conceptual framework, questionnaire, methodology chapter, project schedule, WBS, risk register, MS Project or Primavera file, CV, job description, interview questions, or professional-development challenge.
I do not simply provide generic templates or ready-made answers. I help you understand why a method or strategy fits your situation, what assumptions it depends on, how to evaluate alternatives, how to detect weaknesses, and how to defend the final decision clearly.
Academic and professional integrity are essential. I provide teaching, methodological guidance, critical feedback, analytical support, planning, coaching, and supervision-style mentoring. I do not write assessed theses or dissertations, complete examinations, fabricate research results, or misrepresent a student’s or professional’s experience.
My goal is to help you become the genuine owner of your research, project, or professional path—able to explain your decisions, manage complexity, communicate clearly, and move forward independently.
I am a PhD-qualified engineer, university professor, published researcher, former senior academic leader, project practitioner, and multidisciplinary mentor with more than 30 years of experience across teaching, research, supervision, engineering, project planning, management, professional development, and decision support.
This class provides personalized guidance for university students, graduate researchers, engineers, professionals, managers, career changers, and adult learners. Depending on your objective, we can focus on one of three clearly defined pathways or connect them when your situation genuinely requires an integrated approach.
RESEARCH METHODS, THESIS & DISSERTATION
• Defining and narrowing a research problem
• Developing research questions and objectives
• Formulating hypotheses
• Building conceptual and theoretical frameworks
• Literature-review strategy and source evaluation
• Connecting theories, constructs, variables, and measurement
• Quantitative research design
• Qualitative research design
• Mixed-methods research
• Experimental, observational, survey, and case-study approaches
• Population and sampling decisions
• Sample-size considerations
• Questionnaire and survey design
• Reliability and validity
• Operationalization of variables
• Coding plans and data preparation
• Research ethics and responsible data handling
• Selecting appropriate analytical methods
• Developing a coherent data-analysis plan
• Interpreting quantitative and qualitative findings
• Structuring methodology and results chapters
• Connecting findings to research questions and hypotheses
• Discussion, limitations, implications, and recommendations
• Responding systematically to supervisor feedback
• Preparing to explain and defend methodological decisions
PROJECT MANAGEMENT & PROFESSIONAL EXECUTION
• Project objectives and success criteria
• Scope definition and requirements
• Work Breakdown Structure (WBS)
• Activity definition and sequencing
• Network diagrams
• Critical Path Method (CPM)
• PERT and schedule uncertainty
• Milestones and deliverables
• Resource planning and allocation
• Cost estimation and budgeting concepts
• Project scheduling and control
• Risk identification, analysis, and response planning
• Stakeholder analysis
• Communication planning
• Quality and performance monitoring
• Change management
• Traditional, Agile, and hybrid approaches
• Construction and engineering project contexts
• Microsoft Project workflows
• Primavera planning and scheduling
• Diagnosing delayed or underperforming projects
• Turning complex objectives into executable action plans
CAREER STRATEGY & INTERVIEW PREPARATION
• Clarifying career direction and professional objectives
• Identifying transferable skills
• Skills-gap analysis
• Career-transition planning
• Professional positioning and value proposition
• CV and résumé strategy
• Matching experience to job requirements
• Preparing for behavioral interviews
• Preparing for technical and analytical interviews
• Structuring evidence-based answers
• STAR and other response frameworks
• Developing strong professional examples and stories
• Mock-interview practice
• Diagnosing weak or unclear answers
• Communicating complex experience concisely
• Preparing for questions about strengths, weaknesses, conflict, leadership, failure, and problem solving
• Interview preparation for academic, technical, engineering, analytical, and management roles
• Building a realistic professional-development plan
My approach follows a common structured logic:
define the objective → diagnose the current situation → identify constraints → select the appropriate methodology → build the plan → execute → monitor → evaluate → communicate the result → improve
We can work with your research proposal, thesis plan, supervisor feedback, conceptual framework, questionnaire, methodology chapter, project schedule, WBS, risk register, MS Project or Primavera file, CV, job description, interview questions, or professional-development challenge.
I do not simply provide generic templates or ready-made answers. I help you understand why a method or strategy fits your situation, what assumptions it depends on, how to evaluate alternatives, how to detect weaknesses, and how to defend the final decision clearly.
Academic and professional integrity are essential. I provide teaching, methodological guidance, critical feedback, analytical support, planning, coaching, and supervision-style mentoring. I do not write assessed theses or dissertations, complete examinations, fabricate research results, or misrepresent a student’s or professional’s experience.
My goal is to help you become the genuine owner of your research, project, or professional path—able to explain your decisions, manage complexity, communicate clearly, and move forward independently.
Master Mathematics, Statistics & Data Analysis | Calculus, Probability, Econometrics & Visualization
26 C$ /h
Mathematics, statistics, and data analysis become much easier when formulas, reasoning, computation, and real-world interpretation are connected clearly.
I am a PhD-qualified engineer, university professor, researcher, and multidisciplinary tutor with more than 30 years of experience in teaching, quantitative methods, mathematical problem solving, statistical analysis, research, engineering, data analysis, and professional decision support.
This class provides a structured and personalized learning pathway for school and university students, graduate researchers, engineers, professionals, and adult learners. Depending on your goals, we can focus on one specific area or connect several areas into a coherent program.
MATHEMATICS
• Arithmetic, fractions, ratios, percentages, and mathematical foundations
• Algebraic expressions, equations, inequalities, and systems
• Functions, graphs, and transformations
• Geometry and analytic geometry
• Trigonometry
• Precalculus
• Limits and continuity
• Differential calculus and applications
• Integral calculus and applications
• Sequences and series
• Multivariable calculus
• Linear algebra, matrices, vectors, and systems
• Differential equations
• Numerical methods
• Applied and engineering mathematics
STATISTICS, PROBABILITY & ECONOMETRICS
• Descriptive statistics
• Probability rules and probabilistic reasoning
• Random variables and probability distributions
• Sampling and sampling distributions
• Confidence intervals
• Hypothesis testing
• Correlation and regression
• Multiple regression
• ANOVA, ANCOVA, and MANOVA
• Nonparametric methods
• Multivariate statistical analysis
• Econometrics and quantitative methods
• Time-series analysis and forecasting
• Mediation and moderation analysis
• Statistical modelling and predictive analysis
DATA ANALYSIS & VISUALIZATION
• Data organization and quality assessment
• Data cleaning and preparation
• Missing values, duplicates, inconsistencies, and outliers
• Exploratory data analysis
• Summary tables and analytical reporting
• PivotTables and aggregation
• Data visualization and appropriate chart selection
• Trend and pattern analysis
• KPI development and performance analysis
• Dashboard concepts and decision-support reporting
• Research and survey data preparation
• Interpretation and communication of analytical findings
Depending on your needs, practical work may involve Excel, SPSS, Stata, R, SAS, Power BI, SQL, Python, or other relevant analytical tools. Software is never treated as a substitute for understanding: I explain the reasoning behind the method, the assumptions involved, the meaning of the output, and how to verify whether the conclusion is sound.
My teaching approach follows a clear progression:
understand the problem → identify the appropriate concept or method → develop the reasoning → calculate or analyze → verify the result → interpret it → communicate the conclusion
We can work with your course syllabus, textbook, representative exercises, exam topics, dataset, statistical output, research question, spreadsheet, dashboard, engineering application, or professional analytical problem.
Whether you are rebuilding mathematical foundations, preparing for an examination, studying advanced calculus, learning statistics, conducting econometric analysis, interpreting research data, or developing practical analytical skills, I will adapt the sessions to your level, objectives, and pace.
My goal is not merely to help you obtain an answer, but to help you understand the reasoning, choose appropriate methods, verify results, interpret findings correctly, and solve new problems independently.
I am a PhD-qualified engineer, university professor, researcher, and multidisciplinary tutor with more than 30 years of experience in teaching, quantitative methods, mathematical problem solving, statistical analysis, research, engineering, data analysis, and professional decision support.
This class provides a structured and personalized learning pathway for school and university students, graduate researchers, engineers, professionals, and adult learners. Depending on your goals, we can focus on one specific area or connect several areas into a coherent program.
MATHEMATICS
• Arithmetic, fractions, ratios, percentages, and mathematical foundations
• Algebraic expressions, equations, inequalities, and systems
• Functions, graphs, and transformations
• Geometry and analytic geometry
• Trigonometry
• Precalculus
• Limits and continuity
• Differential calculus and applications
• Integral calculus and applications
• Sequences and series
• Multivariable calculus
• Linear algebra, matrices, vectors, and systems
• Differential equations
• Numerical methods
• Applied and engineering mathematics
STATISTICS, PROBABILITY & ECONOMETRICS
• Descriptive statistics
• Probability rules and probabilistic reasoning
• Random variables and probability distributions
• Sampling and sampling distributions
• Confidence intervals
• Hypothesis testing
• Correlation and regression
• Multiple regression
• ANOVA, ANCOVA, and MANOVA
• Nonparametric methods
• Multivariate statistical analysis
• Econometrics and quantitative methods
• Time-series analysis and forecasting
• Mediation and moderation analysis
• Statistical modelling and predictive analysis
DATA ANALYSIS & VISUALIZATION
• Data organization and quality assessment
• Data cleaning and preparation
• Missing values, duplicates, inconsistencies, and outliers
• Exploratory data analysis
• Summary tables and analytical reporting
• PivotTables and aggregation
• Data visualization and appropriate chart selection
• Trend and pattern analysis
• KPI development and performance analysis
• Dashboard concepts and decision-support reporting
• Research and survey data preparation
• Interpretation and communication of analytical findings
Depending on your needs, practical work may involve Excel, SPSS, Stata, R, SAS, Power BI, SQL, Python, or other relevant analytical tools. Software is never treated as a substitute for understanding: I explain the reasoning behind the method, the assumptions involved, the meaning of the output, and how to verify whether the conclusion is sound.
My teaching approach follows a clear progression:
understand the problem → identify the appropriate concept or method → develop the reasoning → calculate or analyze → verify the result → interpret it → communicate the conclusion
We can work with your course syllabus, textbook, representative exercises, exam topics, dataset, statistical output, research question, spreadsheet, dashboard, engineering application, or professional analytical problem.
Whether you are rebuilding mathematical foundations, preparing for an examination, studying advanced calculus, learning statistics, conducting econometric analysis, interpreting research data, or developing practical analytical skills, I will adapt the sessions to your level, objectives, and pace.
My goal is not merely to help you obtain an answer, but to help you understand the reasoning, choose appropriate methods, verify results, interpret findings correctly, and solve new problems independently.
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