PinnedPublished inCantor’s ParadiseA first introduction to differentiationA first introduction to differentiation, for those first learning calculus or returning to math after a long break!Mar 4, 2024Mar 4, 2024
PinnedWelcome to my page & MetaHello! I’m Wojciech and here is a short description of how my page works :)Mar 11, 2024Mar 11, 2024
PinnedPublished inWojciech’s maths problemsAn International Mathematical Olympiad level Number Theory problem.The International Mathematical Olympiad is known as the toughest competition in the world for high school students. Could you best it?Jan 25, 20244Jan 25, 20244
Published inHigher MathematicsAn introduction to topology #6: Making new spaces from old; quotient and product spacesIn this article, we look at how we can create new spaces from old spaces by looking at quotient and product spaces.Mar 13Mar 13
Published inHigher MathematicsAn introduction to abstract algebra #7: UFDs , PIDs and the Chinese remainder theorem.The final article talking about rings; talking about UFDs, PIDs and the Chinese remainder theorem.Mar 101Mar 101
Published inHigher MathematicsAn introduction to topology #5: BasesIn this article, we look how we can generate topologies using so called bases.Mar 6Mar 6
Published inHigher MathematicsAn introduction to abstract algebra #6: Structure preserving maps and the first isomorphism theorem.The penultimate article describing ring theory before moving onto group theory.Mar 3Mar 3
Published inHigher MathematicsAn introduction to topology #4: Limit points, closures, interiors and continuityA continuation of the topology series. We introduce one of the most important concepts in topology; homeomorphisms.Feb 27Feb 27
Published inHigher MathematicsAn introduction to abstract algebra #5: Quotient ringsIn this article, we describe what we call quotient rings and slowly build from them. Roughly, they allow ring glueing.Feb 22Feb 22
Published inHigher MathematicsAn introduction to topology #3: The transition from metric spaces to topologies.A continuation of the topology series; transitioning from metric spaces to topologies.Feb 20Feb 20
