summary:In this paper, we explicitly determine the spectrum of Dirac operators acting on smooth sections of twisted spinor bundles over the complex projective space $\Bbb P^{2q+1}(\Bbb C)$ for $q\geq 1$
Let W = S E be a complex spinor bundle with vanishing first Chern class over a simply connected ...
This volume surveys the spectral properties of the spin Dirac operator. After a brief introduction t...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
summary:In this paper, we explicitly determine the spectrum of Dirac operators acting on smooth sect...
summary:In this paper, we explicitly determine the spectrum of Dirac operators acting on smooth sect...
We give explicit formulas for the spectrum of the Dirac operator on complex projective space P2q-1(ℂ...
We establish an upper estimate for the small eigenvalues of the twisted Dirac operator on Kähler su...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex p...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
Let W = S ⊗ E be a complex spinor bundle with vanishing first Chern class over a simply connected sp...
The original publication can be found at www.springerlink.comWe give a review of the analysis behind...
We give a review of the analysis behind several examples of Dirac-type operators over manifolds aris...
Let W = S E be a complex spinor bundle with vanishing first Chern class over a simply connected ...
Let W = S E be a complex spinor bundle with vanishing first Chern class over a simply connected ...
This volume surveys the spectral properties of the spin Dirac operator. After a brief introduction t...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
summary:In this paper, we explicitly determine the spectrum of Dirac operators acting on smooth sect...
summary:In this paper, we explicitly determine the spectrum of Dirac operators acting on smooth sect...
We give explicit formulas for the spectrum of the Dirac operator on complex projective space P2q-1(ℂ...
We establish an upper estimate for the small eigenvalues of the twisted Dirac operator on Kähler su...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex p...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
We present a universal Dirac operator for noncommutative spin and spinc bundles over fuzzy complex ...
Let W = S ⊗ E be a complex spinor bundle with vanishing first Chern class over a simply connected sp...
The original publication can be found at www.springerlink.comWe give a review of the analysis behind...
We give a review of the analysis behind several examples of Dirac-type operators over manifolds aris...
Let W = S E be a complex spinor bundle with vanishing first Chern class over a simply connected ...
Let W = S E be a complex spinor bundle with vanishing first Chern class over a simply connected ...
This volume surveys the spectral properties of the spin Dirac operator. After a brief introduction t...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
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