The following pages link to The Geometry of Schemes (Q4231179):
Displaying 50 items.
- Algebraic geometry I. Schemes. With examples and exercises (Q2007477) (← links)
- Limits of dual curves via foliations (Q2031513) (← links)
- Higher Nash blowups of normal toric varieties in prime characteristic (Q2075404) (← links)
- Homomorphisms of algebraic groups: representability and rigidity (Q2083495) (← links)
- Toric degenerations in symplectic geometry (Q2106296) (← links)
- The direct image of generalized divisors and the norm map between compactified Jacobians (Q2114359) (← links)
- Fano manifolds with Lefschetz defect 3 (Q2145846) (← links)
- Components and singularities of Quot schemes and varieties of commuting matrices (Q2151193) (← links)
- Twisted forms of commutative monoid structures on affine spaces (Q2161149) (← links)
- Function theory from tensor algebras (Q2165733) (← links)
- The extended coset leader weight enumerator of a twisted cubic code (Q2168082) (← links)
- Multigraded Sylvester forms, duality and elimination matrices (Q2168825) (← links)
- The minimal regular model of a Fermat curve of odd squarefree exponent and its dualizing sheaf (Q2175454) (← links)
- Brane webs and magnetic quivers for SQCD (Q2191749) (← links)
- Vanishing Hessian, wild forms and their border VSP (Q2205579) (← links)
- Mixed multiplicities and projective degrees of rational maps (Q2209272) (← links)
- Arithmetic, set theory, reduction and explanation (Q2219037) (← links)
- The monodromy conjecture for a space monomial curve with a plane semigroup (Q2232017) (← links)
- Equivariant map superalgebras (Q2249635) (← links)
- On the notions of indiscernibility and indeterminacy in the light of the Galois-Grothendieck theory (Q2263065) (← links)
- On monotonicity of F-blowup sequences (Q2267690) (← links)
- Smooth and irreducible multigraded Hilbert schemes (Q2268612) (← links)
- Computing quot schemes via marked bases over quasi-stable modules (Q2295396) (← links)
- The Hitchhiker guide to: secant varieties and tensor decomposition (Q2337279) (← links)
- On the number of points of algebraic sets over finite fields (Q2349351) (← links)
- On symmetric invariants of centralisers in reductive Lie algebras (Q2370309) (← links)
- Enumeration of surfaces containing a curve of low degree (Q2376582) (← links)
- Moduli of vortices and Grassmann manifolds (Q2376973) (← links)
- Spectral schemes as ringed lattices (Q2379681) (← links)
- Twisting commutative algebraic groups (Q2382992) (← links)
- Geometry on totally separably closed schemes (Q2397615) (← links)
- A Kochen-Specker theorem for integer matrices and noncommutative spectrum functors (Q2404948) (← links)
- Functors of liftings of projective schemes (Q2422707) (← links)
- The projective dimension of codimension two algebras presented by quadrics (Q2438391) (← links)
- Quotients of an affine variety by an action of a torus (Q2440505) (← links)
- Motivic bivariant characteristic classes (Q2445391) (← links)
- Motivic Serre invariants, ramification, and the analytic Milnor fiber (Q2457767) (← links)
- Enlargements of schemes (Q2458890) (← links)
- Birational maps between generalized Severi-Brauer varieties (Q2464510) (← links)
- Gröbner bases for families of affine or projective schemes (Q2469230) (← links)
- Naïve noncommutative blowups at zero-dimensional schemes (Q2470373) (← links)
- Expansive algebraic actions of countable Abelian groups (Q2494357) (← links)
- Counting rational points on algebraic varieties (Q2496426) (← links)
- The one-dimensional line scheme of a certain family of quantum \(\mathbb{P}^3\mathrm{s}\) (Q2515615) (← links)
- Arithmetic Macaulayfication of projective schemes (Q2570663) (← links)
- Tilting theoretical approach to moduli spaces over preprojective algebras (Q2637777) (← links)
- Quantum principal bundles on projective bases (Q2662869) (← links)
- On the Behrend function and the blowup of some fat points (Q2684544) (← links)
- Geometry of the Jantzen region in Lusztig's conjecture (Q2719079) (← links)
- Teaching the geometry of schemes (Q2763705) (← links)
