Symplectic Geometry Research Topics for Thesis

By: Prof. Dr. Fazal Rehman Shamil | Last updated: February 3, 2024

Research Area/ Research Interest: Symplectic Geometry

Research Paper Topics for Masters and Ph.D. Thesis and publication

  1. Symplectic geometry and analytical mechanics
  2. Symplectic geometry and quantum mechanics
  3. Quantitative Symplectic geometry  Dynamical Systems IV: Symplectic geometry and its applications
  4. Formal (non)-commutative Symplectic geometry
  5. Symplectic geometry
  6. An introduction to Lie groups and Symplectic geometry
  7. Holomorphic curves in Symplectic geometry
  8. On the Symplectic geometry of deformations of a hyperbolic surface
  9. Symplectic geometry of Frobenius structures
  10. Embedding problems in Symplectic geometry
  11. Symplectic geometry of the convariant phase space
  12. The Symplectic geometry of polygons in Euclidean space
  13. Higher Symplectic geometry
  14. Symplectic geometry and Fourier analysis
  15. Growth of maps, distortion in groups and Symplectic geometry
  16. Some Symplectic geometry on compact Kähler manifolds. I
  17. Soft and hard Symplectic geometry
  18. Symplectic geometry for optimal control
  19. The Sturm theorems and Symplectic geometry
  20. Ring theory from Symplectic geometry
  21. Symplectic geometry and secondary characteristic classes
  22. An invitation to singular Symplectic geometry
  23. A link invariant from the Symplectic geometry of nilpotent slices
  24. Hermitian Symplectic geometry and extension theory
  25. A fixed point theorem in Symplectic geometry
  26. Generalized Symplectic geometry on the Frame Bundle of
  27. Diffeologies, differential spaces, and Symplectic geometry
  28. Elliptic methods in Symplectic geometry
  29. Symplectic geometry and geometric quantization
  30. On closed trajectories of a charge in a magnetic field. An application of Symplectic geometry
  31. From Stein to Weinstein and back: Symplectic geometry of affine complex manifolds
  32. Symplectic geometry mode decomposition and its application to rotating machinery compound fault diagnosis
  33. A method of embedding dimension estimation based on Symplectic geometry
  34. Metric and isoperimetric problems in Symplectic geometry
  35. Statistics, yokes and Symplectic geometry
  36. Symplectic geometry and topology
  37. Lefschetz fibrations in Symplectic geometry
  38. Symplectic geometry of entanglement
  39. A novel fault diagnosis procedure based on improved Symplectic geometry mode decomposition and optimized SVM
  40. Symplectic geometry of radiative modes and conserved quantities at null infinity
  41. Symplectic geometry of quantum noise
  42. Categorified Symplectic geometry and the classical string
  43. Symplectic geometry packet decomposition and its applications to gear fault diagnosis
  44. The structure of q-Symplectic geometry
  45. The complex-Symplectic geometry of SL (2, C)-characters over surfaces
  46. Necklace Lie algebras and noncommutative Symplectic geometry
  47. A noise reduction method based on adaptive weighted Symplectic geometry decomposition and its application in early gear fault diagnosis
  48. Symplectic geometry and (super-) Poincaré algebra in geometricaltheories
  49. Symplectic geometry decomposition-based features for automatic epileptic seizure detection
  50. An early fault diagnosis method of gear based on improved Symplectic geometry mode decomposition
  51. Symplectic geometry of integrable Hamiltonian systems
  52. Generating functions, Symplectic geometry , and applications
  53. Simple non-rational convex polytopes via Symplectic geometry
  54. Symplectic geometry and second quantization
  55. Symplectic geometry spectrum analysis of nonlinear time series
  56. Symplectic geometry on T* M derived from n-Symplectic geometry on LM
  57. The Symplectic geometry of cotangent bundles from a categorical viewpoint
  58. On the generalization of Symplectic geometry to multiple integrals in the calculus of variations
  59. Symplectic geometry
  60. Non-commutative Symplectic geometry , quiver varieties, and operads
  61. Symplectic geometry of plurisubharmonic functions
  62. A fault diagnosis approach for roller bearing based on Symplectic geometry matrix machine
  63. Supertransvectants and Symplectic geometry
  64. Symplectic geometry and Hilbert’s fourth problem
  65. Symplectic geometry and the Verlinde formulas
  66. Steady fluid flows and Symplectic geometry
  67. A survey on the differential and Symplectic geometry of linking numbers
  68. What is Symplectic geometry ?
  69. Categorified Symplectic geometry and the string Lie 2-algebra
  70. Maximum envelope-based autogram and Symplectic geometry mode decomposition based gear fault diagnosis method
  71. Airy structures and Symplectic geometry of topological recursion
  72. Symplectic geometry and numerical methods in fluid dynamics
  73. Complex Symplectic geometry with applications to ordinary differential operators
  74. Localization and flexibilization in Symplectic geometry
  75. An introduction to Symplectic geometry
  76. Holomorphic Symplectic geometry and orbifold singularities
  77. Symplectic   techniques in physics
  78. G-invariant quasimorphisms and Symplectic geometry of surfaces
  79. Symplectic geometry and topology
  80. Symplectic    geometries, transvection groups, and modules
  81. Synthesis of logical Clifford operators via Symplectic geometry
  82. Gauge theory and Symplectic geometry
  83. Enhanced Symplectic geometry mode decomposition and its application to rotating machinery fault diagnosis under variable speed conditions
  84. Holomorphic Symplectic geometry : a problem list
  85. Link homology theories from Symplectic geometry
  86. Gromov’s compactness of pseudo-holomorphic curves and Symplectic geometry
  87. Super Symplectic geometry and prequantization
  88. A novel signature extracting approach for inductive oil debris sensors based on Symplectic geometry mode decomposition
  89. Sheaves and Symplectic geometry of cotangent bundles
  90. Dynamic time warping using graph similarity guided Symplectic geometry mode decomposition to detect bearing faults
  91. Modal parameters identification method based on Symplectic geometry model decomposition
  92. Three lectures on derived Symplectic geometry and topological field theories
  93. Symplectic geometry spectrum regression for prediction of noisy time series
  94. The Symplectic geometry of higher Auslander algebras: Symmetric products of disks
  95. Symplectic geometry of null infinity and two-surface twistors
  96. Symplectic geometry and spectral properties of classical and quantum coupled angular momenta
  97. Identification determinism in time series based on Symplectic geometry spectra
  98. Analysis of the Hamilton–Jacobi equation in nonlinear control theory by Symplectic geometry
  99. The Symplectic geometry of closed equilateral random walks in 3-space
  100. Symplectic geometry of the moduli space of projective structures in homological coordinates
  101. Symplectic geometry of semisimple orbits
  102. Symplectic geometry and connectivity of spaces of frames
  103. On the Symplectic geometry of singularities
  104. The classical shallow water equations: Symplectic geometry
  105. The Symplectic geometry of polygons in the 3-sphere
  106. Symplectic geometry and Noether charges for Hopf algebra space-time symmetries
  107. Derived stacks in Symplectic geometry
  108. THE BUNDLE PICTURE IN MECHANICS (Symplectic geometry , YANG-MILLS, POISSON MANIFOLDS, WONG’S EQUATIONS)
  109. Recent progress in periodic orbits of autonomous Hamiltonian systems and applications to Symplectic geometry
  110. Symplectic geometry
  111. Stability of the Type IIA flow and its applications in Symplectic geometry
  112. Real Symplectic geometry
  113. Hermitian Symplectic geometry and the factorization of the scattering matrix on graphs
  114. The inception of Symplectic geometry : the works of Lagrange and Poisson during the years 1808–1810
  115. Fault feature extraction of hydraulic pumps based on Symplectic geometry mode decomposition and power spectral entropy
  116. Quantum mechanics as noncommutative Symplectic geometry
  117. The complex Symplectic geometry of the deformation space of complex projective structures
  118. Symplectic geometry on moduli spaces of stable pairs
  119. Symplectic geometry
  120. Toric degenerations and Symplectic geometry of smooth projective varieties
  121. A Symplectic geometry approach to generalized Casson’s invariants of 3-manifolds
  122. The analytic method of embedding Symplectic geometry
  123. Conformal Symplectic geometry of cotangent bundles
  124. Group theoretical approach in using canonical transformations and Symplectic geometry in the control of approximately modelled mechanical systems interacting with …
  125. Hyperkaehler and holomorphic Symplectic geometry
  126. Laplacians in odd Symplectic geometry
  127. Some remarks on group actions in Symplectic geometry
  128. On the hyperbolic Symplectic geometry
  129. Functoriality in categorical Symplectic geometry
  130. Computations in formal Symplectic geometry and characteristic classes of moduli spacesSymplectic geometry of SUq. 0 (2) and SUq (2) algebras
  131. Symplectic geometry of unbiasedness and critical points of a potential
  132. Symplectic geometry of rationally connected threefolds
  133. Differential forms and odd Symplectic geometry
  134. Gaiotto’s Lagrangian subvarieties via derived Symplectic geometry
  135. The Symplectic geometry of polygons in hyperbolic 3-space
  136. The Symplectic geometry of affine connenctions on surfaces.
  137. Symplectic geometry : The natural geometry of economics?
  138. Coisotropic rigidity and -Symplectic geometry
  139. Symplectic geometry and positivity of pseudo-differential operators
  140. Toric Symplectic geometry and full spark frames
  141. Symplectic geometry of the loop space of a Riemannian manifold
  142. Symplectic geometry and Hamiltonian flow of the renormalization group equation
  143. From random polynomials to Symplectic geometry
  144. Recent results in Symplectic geometry
  145. Generalized Symplectic    geometriesand the index of families of elliptic problems
  146. The moment map in Symplectic geometry
  147. A theorem in complex Symplectic geometry
  148. Symplectic geometry of Anosov Flows in Dimension 3 and Bi-Contact Topology
  149. A glimpse into Symplectic geometry
  150. The Lefschetz property, formality and blowing up in Symplectic geometry
  151. Symplectic geometry and isomonodromic deformations
  152. The application of Symplectic geometry on nonlinear dynamics analysis of the experimental data
  153. Symplectic geometry and circuit quantization
  154. Lefschetz contact manifolds and odd dimensional Symplectic geometry
  155. Conformal Symplectic geometry , deformations, rigidity and geometrical(KMS) conditions
  156. Symplectic geometry of Stein manifolds
  157. Symplectic geometry transformation based periodic segment method: Algorithm and Applications
  158. On forms, cohomology and BV Laplacians in odd Symplectic geometry
  159. Quantum mechanics as a matrix Symplectic geometry
  160. Double points and the proper transform in Symplectic geometry
  161. Problems of lifts in Symplectic geometry
  162. Estimated transversality in Symplectic geometry and projective maps
  163. Complex Symplectic geometry of quasi-Fuchsian space
  164. Variational development of the semi-Symplectic geometry of nonholonomic mechanics
  165. Symplectic   structures–a new approach to geometry
  166. A Symplectic geometry -based method for nonlinear time series decomposition and prediction
  167. Victor Guillemin and Shlomo Sternberg, Geometric asymptotics, and Nolan R. Wallach, Symplectic geometry and Fourier analysis
  168. Heat kernels, Symplectic geometry , moduli spaces and finite groups
  169. Symplectic   methods for optimization and control
  170. Symplectic geometry and the uniqueness of Grauert tubes
  171. The Symplectic geometry of the Gel’fand-Cetlin-Molev basis for representations of Sp(2n, [special characters omitted])
  172. The Symplectic geometry of a parametrized scalar field on a curved background
  173. Mirror of Atiyah flop in Symplectic geometry and stability conditions
  174. Symplectic geometry and the relative Donaldson invariants of
  175. Batalin–Vilkovisky Formalism and Odd Symplectic geometry
  176. An exact Symplectic geometry solution for the static and dynamic analysis of Reissner plates
  177. The Symplectic geometry of Penrose rhombus tilings
  178. Positive divisors in Symplectic geometry
  179. Geometric prequantization on the spin bundle based
  180. Symplectic geometry of strings
  181. Cycle kurtosis entropy guided Symplectic geometry mode decomposition for detecting faults in rotating machinery
  182. Symplectic geometry and geometric quantization
  183. Lectures on Symplectic geometry
  184. Symplectic geometry
  185. On special submanifolds in Symplectic geometry
  186. Sheaf techniques and Symplectic geometry
  187. On singularities in the degenerated Symplectic geometry
  188. Representation theory and complex geometry
  189. Contact and Symplectic geometry
  190. Contact geometry
  191. Symplectic geometry in Frobenius manifolds and quantum cohomology
  192. On a new Symplectic geometry method for exact bending solutions of orthotropic rectangular plates with two opposite sides clamped
  193. Cohomology of quotients in real Symplectic geometry
  194. Generalized Symplectic geometry as a covering theory for the Hamiltonian theories of classical particles and fields
  195. Higher order geometric theory of information and heat based on poly-Symplectic geometry of Souriau lie groups thermodynamics and their contextures: the bedrock for …
  196. Coisotropic Submanifolds in b-Symplectic geometry
  197. -rigidity of characteristics in Symplectic geometry
  198. Theoretic solution of rectangular thin plate on foundation with four edges free by Symplectic geometry method
  199. Applications of Riemannian geometry comparing with Symplectic geometry
  200. First steps towards a Symplectic   dynamics
  201. Symplectic    geometrieson T* G, Hamiltonian group actions and integrable systems
  202. Equivariant Symplectic geometry of cotangent bundles
  203. Holomorphic Symplectic geometry : a problem list
  204. Cohomologically Symplectic   spaces: toral actions and the Gottlieb group
  205. Wave packet transform in Symplectic geometry and asymptotic quantization
  206. Symplectic   cuts
  207. Ammann tilings in Symplectic geometry
  208. Examples of singular reduction
  209. Equivariant maps into Anti-de Sitter space and the Symplectic geometry of H²× H²
  210. Constructions of 1 1/2-designs from Symplectic geometry over finite fields
  211. The Symplectic geometry of spaces of geodesics
  212. Symplectic geometry and conditions necessary conditions for optimality
  213. Contact and Symplectic geometry in electromagnetism
  214. Rationally connected 3-folds and Symplectic geometry
  215. Lagrangian submanifolds in affine Symplectic geometry
  216. Separatrix splitting from the point of view of Symplectic geometry
  217. Enhanced weight Symplectic geometry decomposition based on maximum periodic kurtosis deconvolution
  218. Kuranishi spaces and Symplectic geometry
  219. Clifford Algebras in Symplectic geometry and quantum mechanics
  220. Symplectic geometry
  221. Monodromy dependence and Symplectic geometry of isomonodromic tau functions on the torus
  222. A novel Symplectic   relevance matrix machine method for intelligent fault diagnosis of roller bearing
  223. The Riemannian and Symplectic geometry of the space of generalized K\” ahler structures
  224. Field extensions and isotropic subspaces in Symplectic geometry
  225. Symplectic geometry and related structures
  226. Moment polytopes in real Symplectic geometry II: applications to singular value inequalities
  227. Symplectic geometry of supersymmetry and nonlinear sigma model
  228. Arnold and Symplectic geometry
  229. Integrable systems in Symplectic geometry
  230. Some quantitative results in Symplectic geometry
  231. Theoretical solution for rectangular thick plate with arbitrary boundary conditions by Symplectic geometry method
  232. Symplectic   toric manifolds
  233. Symplectic geometry on moduli spaces of holomorphic bundles over complex surfaces
  234. An extension theorem in Symplectic geometry
  235. Meta-Symplectic geometry of 3rd order Monge-Ampere equations and their characteristics
  236. Symplectic    geometrieson supermanifolds
  237. Floer homology in Symplectic geometry and in mirror symmetry
  238. Symplectic   singularities from the Poisson point of view
  239. Topological methods in Symplectic geometry
  240. Symplectic   geometric flows
  241. Hopf algebraic structures of SUq, h (cross) to 0 (2) and SUq, h (cross)(2) algebras, monopoles and Symplectic geometry on 2D manifolds
  242. Symplectic geometry of constrained optimization
  243. Dynamical Systems IV: Symplectic geometry and its Applications
  244. Applications of algebraic microlocal analysis in Symplectic geometry and representation theory
  245. Admissible restrictions of irreducible representations of reductive Lie groups: Symplectic geometry and discrete decomposability
  246. Poisson and Symplectic geometry on loop spaces of smooth manifolds
  247. Symplectic geometry on Symplectic   knot spaces
  248. Crofton densities, Symplectic geometry and Hilbert’s fourth problem
  249. Applications of Symplectic geometry to Hamiltonian mechanics
  250. Symplectic geometry of a moduli space of framed Higgs bundles
  251. Instanton homology and Symplectic   fixed points
  252. Random Symplectic geometry and the realizations of the random representations of the Navier-Stokes equations by ordinary differential equations.
  253. The Symplectic   “category”
  254. Topological terms and the global Symplectic geometry of the phase space in string theory
  255. Symplectic geometry and rationally connected 4-folds
  256. A local systolic-diastolic inequality in contact and Symplectic geometry
  257. Cohomology of quotients in Symplectic   and algebraic geometry
  258. Courant algebroids from categorified Symplectic geometry
  259. 2-plectic geometry , Courant algebroids, and categorified prequantization
  260. Generalized Symplectic geometry for classical fields and spinors
  261. Symplectic   invariants for curves and integrable systems in similarity Symplectic geometry
  262. Quantitative h-principle in Symplectic geometry
  263. Symplectic geometry of the moduli space of flat connections on a Riemann surface: inductive decompositions and vanishing theorems
  264. Nonrational, nonsimple convex polytopes in Symplectic geometry
  265. Symplectic geometry and Quantization: Two Symposia on Symplectic geometry and Quantization Problems, July 1993, Japan
  266. Finite Symplectic geometry in dimension four and characteristic two
  267. Categorification of invariants in gauge theory and Symplectic geometry
  268. Equivariant Symplectic geometry of cotangent bundles, II
  269. Some remarks on Symplectic   monodromy of Milnor fibrations
  270. Symplectic geometry , Hopf Algebraic Structures of Classical and Quantum q-Deformations of SU (2) Algebra1
  271. Symplectic geometry and Floer homology
  272. Multipole vortex blobs (MVB): Symplectic geometry and dynamics
  273. Symplectic geometry for pairs of submanifolds
  274. The Schrtidinger equation and Symplectic geometry
  275. Adaptive robot control gained by partial identification using the advantages of Symplectic geometry
  276. Symplectic   principal component analysis: a new method for time series analysis
  277. Tamed Symplectic   forms and strong Kähler with torsion metrics
  278. Lectures on Symplectic   manifolds
  279. Symplectic geometry Aspects of the Parametrically-Dependent Kardar–Parisi–Zhang Equation of Spin Glasses Theory, Its Integrability and Related Thermodynamic …
  280. Affine Symplectic geometry I: Applications to geometric inequalities
  281. Vibration solutions of rectangular orthotropic plates by Symplectic geometry method