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Fukaya categories as categorical Morse homology. ArXiv e-prints (2011)

by D Nadler
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A beginner’s introduction to Fukaya categories

by Denis Auroux - In Contact and Symplectic Topology; Bolyai Society Mathematical Studies; Bourgeois F , 2014
"... This text is based on a series of lectures given at a Summer School on Contact and ..."
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This text is based on a series of lectures given at a Summer School on Contact and
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...ms of the topology of a Lagrangian “skeleton”. This is an idea that to our 40 DENIS AUROUX knowledge originated with Kontsevich [25], and was subsequently developed by various other authors (see e.g. =-=[45, 6, 47, 30]-=-); the ultimate goal being to bypass the analysis of pseudo-holomorphic curves in favor of algebraic and topological methods. It is too early to tell how successful these approaches will be, but it is...

The equivalence between Lurie's model and the dendroidal . . .

by Gijs Heuts , Vladimir Hinich, et al. , 2013
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MORSE DECOMPOSITION FOR D-MODULE CATEGORIES ON STACKS

by Kevin McGerty, Thomas Nevins , 2014
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Categorical cell decomposition of quantized symplectic algebraic varieties

by Gwyn Bellamy, Christopher Dodd, Kevin Mcgerty, Thomas Nevins
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...to dg modules over the de Rham complex, to a more general symplectic setting [BDMN]. The structures that we identify parallel those described for Fukaya–type categories in real symplectic geometry in =-=[N]-=-. We derive these structures on module categories from a new symplectic analogue of Kashiwara’s Equivalence for D-modules. In Section 1.1 we describe an enhancement of the Bia lynicki-Birula decomposi...

Triangulated surfaces in . . .

by T. Dyckerhoff, et al. , 2014
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:1

by Mikhail Kapranov, Vadim Schechtman , 2014
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...t of view [KS2] which empasizes complex, conic Lagrangian subvarieties in T ∗X rather than real ones in X itself. For the relation of the microlocal approach to the Fukaya category (of T ∗X), see [NZ]=-=[Na]-=-. A more general idea that the Fukaya category of any symplectic manifold should have an interpretation in terms of its geometric quantization, was proposed earlier in [BS]. C. Perverse Schobers as co...

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by Nicolo ̀ Sibilla
"... Abstract. In this paper we will describe an approach to mirror symmetry for appropriate 1-dimensional DM stacks of arithmetic genus g ≤ 1, called tcnc curves, which was developed by the author with Treumann and Zaslow in [STZ]. This involves introducing a conjectural sheaf-theoretic model for the Fu ..."
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Abstract. In this paper we will describe an approach to mirror symmetry for appropriate 1-dimensional DM stacks of arithmetic genus g ≤ 1, called tcnc curves, which was developed by the author with Treumann and Zaslow in [STZ]. This involves introducing a conjectural sheaf-theoretic model for the Fukaya category of punctured Riemann surfaces. As an appli-cation, we will investigate derived equivalences of tcnc curves, and generalize classic results

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by A V Fedotov, I Ben-zvi, D L Bruhwiler, V N Litvinenko, A O Sidorin , 2006
"... doi:10.1088/1367-2630/8/11/283 Abstract. High-energy electron cooling can open new possibilities in particle physics by producing high-quality hadron beams in colliders, and is presently considered for several accelerator physics projects. However, it also presents many unique features and challenge ..."
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doi:10.1088/1367-2630/8/11/283 Abstract. High-energy electron cooling can open new possibilities in particle physics by producing high-quality hadron beams in colliders, and is presently considered for several accelerator physics projects. However, it also presents many unique features and challenges. For example, an accurate estimate of the cooling times requires a detailed calculation of the cooling process, which takes place simultaneously with various diffusive mechanisms. This task becomes even more challenging when the cooling is performed directly at a collision energy which puts special demands on the description of the beam distribution function under cooling. To address these issues, a systematic study of the cooling dynamics is underway at Brookhaven National Laboratory. In this paper, we present various aspects of this research and summarize our findings. 4 Author to whom any correspondence should be addressed.
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