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Abstract Algebra Course
Open di door for Abstract Algebra wit dis strong training wey dem design for mathematics people. Go deep inside subgroup analysis, check group properties, and sabi Lagrange's Theorem well-well. Make your group theory problem-solving strong, and understand how dihedral, cyclic, and symmetric groups be. Find out how e dey use for real life inside cryptography, physics, and chemistry. We go focus on big concepts like commutator subgroups and homomorphisms, dis training go give you good and practical knowledge to make you sabi di ting well.
- Sabi subgroup analysis well: Understand di meaning, properties, and Lagrange's Theorem.
- Solve group theory problems: Prove properties and check group structures sharp-sharp.
- Check different types of groups: Understand dihedral, cyclic, and symmetric groups.
- Use group theory: Apply di concepts for cryptography, physics, and chemistry.
- Understand big concepts: Learn about commutator subgroups and group homomorphisms.

from 4 to 360h flexible workload
certificate recognized by MEC
What will I learn?
Open di door for Abstract Algebra wit dis strong training wey dem design for mathematics people. Go deep inside subgroup analysis, check group properties, and sabi Lagrange's Theorem well-well. Make your group theory problem-solving strong, and understand how dihedral, cyclic, and symmetric groups be. Find out how e dey use for real life inside cryptography, physics, and chemistry. We go focus on big concepts like commutator subgroups and homomorphisms, dis training go give you good and practical knowledge to make you sabi di ting well.
Elevify advantages
Develop skills
- Sabi subgroup analysis well: Understand di meaning, properties, and Lagrange's Theorem.
- Solve group theory problems: Prove properties and check group structures sharp-sharp.
- Check different types of groups: Understand dihedral, cyclic, and symmetric groups.
- Use group theory: Apply di concepts for cryptography, physics, and chemistry.
- Understand big concepts: Learn about commutator subgroups and group homomorphisms.
Suggested summary
Before starting, you can change the chapters and the workload. Choose which chapter to start with. Add or remove chapters. Increase or decrease the course workload.What our students say
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