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KeD

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Answers (38)

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13	Number theory/combinatorics problem?
7	Functional differential equation (from Quantum Field Theory).
6	What exactly is meant by “differential forms carry their own scale”?
4	Let $f:\mathbb{R}^n\rightarrow\mathbb{R}$ be convex and $g=\nabla f$ lipschitz with constant $L$. Then $\\|g(x)-g(y)\\|^2\le L[g(x)-g(y)]\cdot(x-y)$.
4	Degree of map obtained by intersecting tangents to complex projective curve with fixed line

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7	On the theorem of the cube and the semicontinuity theorem: intuition for proof of proposition?

Tags (72)

28 algebraic-geometry × 19	7 functional-calculus
15 number-theory × 3	7 mathematical-physics
13 combinatorics	7 quantum-field-theory
10 algebraic-topology × 7	6 homology-cohomology × 5
7 calculus-of-variations	6 differential-forms

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8	Minimum product of degrees of generators of finite field extension
7	On the theorem of the cube and the semicontinuity theorem: intuition for proof of proposition?

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