euler characteristics造句
例句与造句
- This is equal to the topological Euler characteristic of its surface.
- The Euler characteristic of any plane connected graph G is 2.
- Otherwise, the order is 2 divided by the Euler characteristic.
- is satisfied by all surfaces of nonpositive Euler characteristic is unknown.
- Its Euler characteristic is therefore 1-2 + 1 = 0.
- It's difficult to find euler characteristics in a sentence. 用euler characteristics造句挺难的
- Its Euler characteristic is 0, by the product property.
- The Jones polynomial is described as the Euler characteristic for this homology.
- The graded Euler characteristic of knot Floer homology is the Alexander polynomial.
- The Euler characteristic of the abstract polyhedron is-96.
- So the Euler characteristic of the small power set is.
- All polyhedra with odd-numbered Euler characteristic ? are non-orientable.
- This explains why convex polyhedra have Euler characteristic 2.
- Another generalization of the concept of Euler characteristic on manifolds comes from orbifolds.
- The Euler characteristic of a pair of pants is equal to-1.
- Any convex polyhedron's surface has Euler characteristic
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