Work with Rida
Six ways to work together.
Each service has a defined audience, a process, clear inclusions and exclusions, and an outcome. Requests are reviewed personally; scope and fee are confirmed in writing before anything begins.
- 01
Private Mathematics Sessions
One-to-one tutoring built around your course, your gaps, and the way you reason.
- For
- University students in calculus, differential equations, linear algebra, and transform courses; Advanced secondary students preparing for university mathematics
- Format
- Online, one-to-one · Single session or an agreed series · Your materials or a RIDA MATH learning path
- You receive
- You can explain why a method works, not only execute it
- 02
Mathematical Consultation
A structured discussion of a model, a method, or an analytical approach — with a written summary of the options.
- For
- Engineers and technical teams working with differential equations, transforms, or matrix formulations; Researchers in applied fields who need a mathematical second reading
- Format
- Scoping call · Document review · Working session(s) · Written summary
- You receive
- A sharper problem statement
- 03
Research Discussion
Careful mathematical conversation about your direction, notation, and arguments — so you can continue your own work.
- For
- Graduate students and independent researchers; Readers of the book who want to discuss its frameworks
- Format
- Private online discussion · Optional written notes · One session or a short series
- You receive
- A clearer map of your own argument
- 04
Problem-Solving Sessions
A focused session on one hard problem or method, where the goal is a route you understand — not an answer handed over.
- For
- Students stuck on a method across several problems; Engineers and self-learners facing a specific analytical obstacle
- Format
- Single session · Short series on one method · Online, one-to-one
- You receive
- A method you can reuse on the next problem
- 05
Workshops & Lectures
Concept-led sessions for classes, student groups, and institutions — built around visual structure and purposeful exercises.
- For
- University departments and student societies; Schools preparing students for university mathematics
- Format
- Online, or in person where arranged · Single lecture or a series · Group size agreed with the organiser
- You receive
- Participants see a topic's structure, not only its procedures
- 06
Educational Content Development
Accurate, readable mathematical notes, lessons, exercises, and diagrams for a defined audience.
- For
- Educators and course designers; Learning platforms and technical publishers
- Format
- Project-based · Scope, milestones, and ownership agreed in writing
- You receive
- Learning material that is correct, sequenced, and readable
Relevant expertise
What Rida is positioned to help with.
- 01
Calculus and analysis
Limits, differentiation, integration, series, and parameter-dependent integrals — including the higher-order derivative methods developed in Rida's book.
Services: Private Mathematics Sessions, Mathematical Consultation, Research Discussion, Problem-Solving Sessions, Workshops & Lectures, Educational Content Development
- 02
Differential equations
First-order and linear constant-coefficient ODEs, initial value problems, systems, and transform-based solution methods.
Services: Private Mathematics Sessions, Mathematical Consultation, Problem-Solving Sessions
- 03
Integral transforms
Laplace, Fourier, and Mellin transforms read through kernels, convergence, and operator structure — the core of Rida's research interests.
Services: Private Mathematics Sessions, Mathematical Consultation, Research Discussion, Problem-Solving Sessions, Workshops & Lectures, Educational Content Development
- 04
Linear algebra and matrix methods
Vector spaces, bases, linear maps, and the matrix representation of differentiation used in the Matrix Boundary Method.
Services: Private Mathematics Sessions, Mathematical Consultation, Problem-Solving Sessions, Workshops & Lectures, Educational Content Development
- 05
Complex numbers and root structure
Polar form, complex roots, rational functions, and the geometric reading of derivatives through root positions.
Services: Private Mathematics Sessions, Workshops & Lectures
- 06
Reading and discussing research mathematics
Unpacking notation, definitions, and claims in technical material, and discussing analytical ideas with precision.
Services: Research Discussion, Educational Content Development
Working principles
How every engagement is handled.
Scope before commitment
You receive the proposed scope, format, and fee in writing. Nothing is booked or charged before you agree.
Integrity by design
No completed graded work, no ghostwriting, no live assessment help, and no claims of review or endorsement.
Written outcomes
Sessions and consultations end with a summary you can keep and act on.
Privacy
Requests are stored privately and used only to respond. See the privacy notice.
Questions
Before you ask.
How are fees and schedules decided?
Every request is reviewed first. Rida replies with the proposed scope, format, and fee, and nothing is booked or charged until you agree in writing.
Do you complete assignments or take exams?
No. Sessions are for learning. Graded work, quizzes, and exams must remain your own; when a problem looks like current assessed work, Rida uses parallel examples.
Are sessions online?
Yes, sessions are online by default. In-person workshops can be discussed with organisers.
Which language are sessions in?
Mention your preferred language in the request. English and Arabic are the natural options; Rida confirms in his reply.
Is a research discussion a form of peer review?
No. It is a private mathematical conversation. It should never be cited as review, endorsement, or validation.