One-dimensional super Calabi-Yau manifolds and their mirrors (Q1691536): Difference between revisions

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+Generalized classical dynamics, and the ‘classical analogue’ of a Fermioscillator
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+The Feynman principle for a Fermi system
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+Two-loop superstrings. I: Main formulas
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+Two-loop superstrings. II: The chiral measure on moduli space
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+Two-loop superstrings. III: Slice independence and absence of ambiguities
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+Two-loop superstrings. IV: The cosmological constant and modular forms
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+Asyzygies, modular forms, and the superstring measure. I.
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+Asyzygies, modular forms, and the superstring measure. II
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+On Calabi-Yau supermanifolds
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+Two-loop superstrings. VI: Nonrenormalization theorems and the 4-point function.
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+Two-loop superstrings VII. Cohomology of chiral amplitudes
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+Two loop superstring amplitudes and \(S_6\) representations
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+Modular forms and three-loop superstring amplitudes
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+Genus four superstring measures
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+More on superstring chiral measures
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+Classical theta constants vs. lattice theta series, and super string partition functions
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+Superstring scattering amplitudes in higher genus
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+The vanishing of two-point functions for three-loop superstring scattering amplitudes
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+The superstring cosmological constant and the Schottky form in genus 5
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+Remarks on superstring amplitudes in higher genus
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+NSR measures on hyperelliptic locus and non-renormalization of 1,2,3-point functions
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+Superstring measure and non-renormalization of the three-point amplitude
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+Binary forms and the hyperelliptic superstring ansatz
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+Getting superstring amplitudes by degenerating Riemann surfaces
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+NSR superstring measures in genus 5
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+Extending the Belavin-Knizhnik ``wonderful formula'' by the characterization of the Jacobian
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+Calculation of multi-loop superstring amplitudes
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+Notes on supermanifolds and integration
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+Notes on super Riemann surfaces and their moduli
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+Perturbative superstring theory revisited
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+Superstring perturbation theory via super Riemann surfaces: an overview
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+Notes on holomorphic string and superstring theory measures of low genus
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+Supermoduli Space is Not Projected
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+Super Atiyah classes and obstructions to splitting of supermoduli space
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+Čech and de Rham cohomology of integral forms
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+Balanced superprojective varieties
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+Supergravity actions with integral forms
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+Superspace. One thousand and one lessons in supersymmetry. With a foreword by David Pines
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+Ectoplasm has no topology
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+Ectoplasm and superspace integration measures for 2D supergravity with four spinorial supercurrents
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+Complex forms on supermanifolds
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+Bordism theory and homotopy properties of supermanifolds
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+The projective linear supergroup and the SUSY-preserving automorphisms of \(\mathbb{P}^{1|1}\)
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+The geometry of supermanifolds and new supersymmetric actions
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+Hodge dualities on supermanifolds
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+The integral form of supergravity
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+Supermanifolds, rigid manifolds and mirror symmetry
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+<i>N</i>=2 super Riemann surfaces and algebraic geometry
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+Topological string theory revisited. I: The stage
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+Topological sigma models on supermanifolds
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+Sigma-models having supermanifolds as target spaces
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+Supersymmetry and localization
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+Mirror symmetry and supermanifolds
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+Perturbative gauge theory as a string theory in twistor space
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+MIRROR SYMMETRY OF CALABI–YAU SUPERMANIFOLDS
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+On local Calabi–Yau supermanifolds and their mirrors
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+Erratum: Super Landau-Ginzburg mirrors and algebraic cycles
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