What is an intuitive explanation of a scheme?
What is an intuitive explanation of projective schemes?
What is the significance of the projective plane in mathematics? What are some of the criticisms on projective tests? What are some books which are on projective techniques? Are algebraic topology and algebraic geometry connected? Is algebraic geometry or algebraic topology harder? What is meant by geometric modellings? What is a pyramid scheme? What is an intuitive explanation of differential forms? What is Cartesian vector representations? How do I understand triangle inequality? When is a matrix diagonalizable? Why is 'geometric' progression called so? What is [math]\displaystyle\int x\sqrt{x^2+x+1}\,dx[/math] ? What is an intuitive explanation for [math] e^{i\pi}=-1 [/math]? What is the proof for triangular law of vectors? What is basically a Algebraic structure? Why do we need to study them? What is basic geometry? What is topological? What is the requirement of geometric modeling? How is geometric analysis used by physicists? Explain the triangle law of vectors? How are polynomials differentiated? Is the polynomial [math]f(x) = x^3 - 2[/math] irreducible in [math]\mathbb{Q} [\sqrt{2}] [x]? [/math] What is the [math]\sqrt{-\dfrac{1}{2}}[/math]? What is Cartesian vector representation? What do mathematicians think of sacred geometry? Why is the geometric distribution important? What is the point of linear algebra? What are the basic assumptions of it? Geometry: How does one find the geometric mean of a pentagram?