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15
205
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Apparently meaningless computation with the Hodge star operator

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#tensor-products #tensors #hodge-theory #global-analysis
693
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Laplace-de Rham operator on $\mathbb{R}^n$

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#differential-geometry #hodge-theory
201
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Hodge star operator independant from hermitian metric

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#differential-geometry #complex-geometry #riemann-surfaces #hodge-theory
77
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Why $i_{!}\mathbb{C}_{X\backslash \Sigma} \subset \mathcal{O}_{X}(-\Sigma)$?

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#algebraic-geometry #hodge-theory
64
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Reference Request:Real analyticity of smooth eigenforms of the Laplacian

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#differential-geometry #riemannian-geometry #eigenfunctions #regularity-theory-of-pdes #hodge-theory
72
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what does $\mathbb{Z}_p[1]$ or $\mathbb{Z}_p[i]$ represent in p-adic Hodge-Tate theory?

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#p-adic-number-theory #hodge-theory #galois-representations
114
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what is the domain or codomain of $\phi$ in $(\phi, N)$-module?

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#algebraic-number-theory #hodge-theory
510
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Albanese map for complex compact manifold

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#algebraic-geometry #complex-geometry #hodge-theory
1k
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What is the definition of $\text{weight or Hodge-Tate weight}$ in the p-adic Hodge theory?

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#p-adic-number-theory #hodge-theory #galois-representations
228
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Line bundles on projective space and disk

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#complex-geometry #complex-manifolds #hodge-theory #line-bundles
49
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Does the symbol $(B \otimes_{\mathbb{Q}_p} V)^{G_K}$ mean the set of elements of $(B \otimes_{\mathbb{Q}_p} V)$ fixed by the Galois action of $G_K$?

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#hodge-theory #galois-representations
567
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Does the Lie derivative of a harmonic form with respect to a killing vector field vanish

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#differential-geometry #riemannian-geometry #hodge-theory
152
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Cohomology computation

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#algebraic-geometry #homology-cohomology #hodge-theory
119
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Fiber of direct image of relative de Rham complex in non-proper case

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#algebraic-geometry #differential-forms #complex-geometry #hodge-theory #de-rham-cohomology
114
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definition of of Breuil-Kisin modules

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#algebraic-geometry #algebraic-number-theory #p-adic-number-theory #hodge-theory #galois-representations

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