Pakej pengajaran dan pembelajaran kamiran berganda [microfilm] / by Ahmad Shahrol Mokhtar @ Jusoh

Subjects:

8.251 String Theory for Undergraduates, Spring 2005 by Zwiebach, Barton

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8.251 String Theory for Undergraduates, Spring 2003 by Zwiebach, Barton

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Megamaps: Construction and Examples by Alexander Zvonkin

Subjects: “…riemann surface…”
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M2-branes on discs and multi-charged spindles by Christopher Couzens, Koen Stemerdink, Damian van de Heisteeg

“…We consider two classes of Riemann surface: the first is a spindle and the second is a topological disc. …”
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M2-branes on discs and multi-charged spindles by Couzens, C, Stemerdink, K, van de Heisteeg, D

“…We consider two classes of Riemann surface: the first is a spindle and the second is a topological disc. …”

The geometry of decoupling fields by Bah, I, Bonetti, F, Leung, E, Weck, P

“…We consider 4d field theories obtained by reducing the 6d (1,0) SCFT of N M5-branes probing a C2/Zk singularity on a Riemann surface with fluxes. We follow two different routes. …”

The geometry of decoupling fields by Ibrahima Bah, Federico Bonetti, Enoch Leung, Peter Weck

“…Abstract We consider 4d field theories obtained by reducing the 6d (1,0) SCFT of N M5-branes probing a ℂ2 /ℤ k singularity on a Riemann surface with fluxes. We follow two different routes. …”
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Geometric aspects of twisted 3d supersymmetric gauge theories by Ferrari, A

“…<p>We study geometric aspects of 3d N = 2 and N = 4 supersymmetric gauge theories on the product of a line and a Riemann surface. Performing the topological twist on the Riemann surface, the theories preserve a supersymmetric quantum mechanics on the line. …”

Anomaly inflow methods for SCFT constructions in type IIB by Bah, I, Bonetti, F, Minasian, R, Weck, P

“…Our procedure is tested in several 4d examples and applied to 2d theories obtained by wrapping D3-branes on a Riemann surface. In particular, we show how to analyze half-BPS regular punctures for 4d N = 4 SYM on a Riemann surface. …”

Unramified correspondences and virtual properties of mapping class groups by Markovic, V

“…Given (Formula presented.), we show that every genus (Formula presented.) Riemann surface (Formula presented.) virtually dominates a fixed Riemann surface (Formula presented.) of genus at least two if and only if there exists a finite index subgroup (Formula presented.) which allows a point pushing epimorphism onto a free group of rank two. …”

Harmonic maps and associated energy functionals by Tošić, O

“…Given such a p and χ, we define the energy functional E : T (S) → R defined on the Teichmüller space T (S) of the Riemann surface structures on S as follows: given a Riemann surface X marked by S, we can lift X to a Riemann surface Y marked by S' such that p is homotopic to a holomorphic immersion Y → X. …”

5D SYM on 3D deformed spheres by Teruhiko Kawano, Nariaki Matsumiya

“…We reconsider the relation of superconformal indices of superconformal field theories of class S with five-dimensional N=2 supersymmetric Yang–Mills theory compactified on the product space of a round three-sphere and a Riemann surface. We formulate the five-dimensional theory in supersymmetric backgrounds preserving N=2 and N=1 supersymmetries and discuss a subtle point in the previous paper concerned with the partial twisting on the Riemann surface. …”
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Vanishing and blow-up solutions to a class of nonlinear complex differential equations near the singular point by Diblík Josef, Růžičková Miroslava

“…A singular nonlinear differential equation zσdwdz=aw+zwf(z,w),{z}^{\sigma }\frac{{\rm{d}}w}{{\rm{d}}z}=aw+zwf\left(z,w), where σ>1\sigma \gt 1, is considered in a neighbourhood of the point z=0z=0 located either in the complex plane C{\mathbb{C}} if σ\sigma is a natural number, in a Riemann surface of a rational function if σ\sigma is a rational number, or in the Riemann surface of logarithmic function if σ\sigma is an irrational number. …”
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Vanishing of intersection numbers on the moduli space of Higgs bundles by Hausel, T

“…In this paper we consider the topological side of a problem which is the analogue of Sen's S-duality testing conjecture for Hitchin's moduli space of rank 2 stable Higgs bundles of fixed determinant of odd degree over a Riemann surface. We prove that all intersection numbers in the compactly supported cohomology vanish, i.e. …”

A topological study of gravity waves generated by moving bodies using the method of steepest descents by Trinh, P

“…Then, when a geometrical feature of the body is modified, a corresponding change to the Riemann surface is observed, and the resultant effects to the water waves can be derived. …”

The Dirac-Higgs bundle by Blaavand, JL

“…<p>The Dirac–Higgs bundle is a vector bundle with a natural connection on the moduli space of stable Higgs bundles on a compact Riemann surface. It is a vector bundle of null-spaces of a Dirac-operator coupled to stable Higgs bundles. …”

Moduli and twistor spaces by R. Herrera, S. Salamon

“…We study the geometry and topology of certain moduli spaces of stable bundles of (arbitrary) even rank on a hyperelliptic Riemann surface, by using a description involving twistor spaces. …”
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Special Lagrangian 3-folds and integrable systems by Joyce, D

“…Harmonic maps from a Riemann surface into complex projective space CP^n are an integrable system, and can be studied and classified using loop group techniques. …”

Liouville Correlation Functions from Four-Dimensional Gauge Theories by Alday, L, Gaiotto, D, Tachikawa, Y

“…We conjecture an expression for the Liouville theory conformal blocks and correlation functions on a Riemann surface of genus g and n punctures as the Nekrasov partition function of a certain class of N = 2 SCFTs recently defined by one of the authors. …”