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Applied mathematics
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294
Table of contents
294
1. Computational science stubs
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Applied mathematics stubs
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1.1. Bioinformatics stubs
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Computational science stubs
1.2. Chaos theory stubs
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Computational science stubs
1.3. Computational chemistry stubs
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Computational science stubs
1.4. Computational linguistics stubs
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Computational science stubs
1.5. Health informatics stubs
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Computational science stubs
1.6. Science software stubs
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1.7. Centre for Computational Geography
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Computational science stubs
1.8. Computational scientist
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Computational science stubs
1.9. Global coordination level
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Computational science stubs
1.10. NCAR LSM 1.0
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Computational science stubs
2. Mathematical physics stubs
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Applied mathematics stubs
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2.1. Differential geometry stubs
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Mathematical physics stubs
2.2. Statistical mechanics stubs
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2.3. Affine vector field
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2.4. BSSN formalism
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2.5. Bach tensor
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2.6. Barotropic vorticity equation
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2.7. Bel decomposition
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2.8. Bendixson–Dulac theorem
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2.9. Bogolyubov Prize (NASU)
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2.10. Boolean delay equation
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2.11. Bowen ratio
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2.12. Bred vector
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2.13. Brinkmann coordinates
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2.14. Chasles' theorem (gravitation)
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2.15. Cobweb plot
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2.16. Coefficient of fractional parentage
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2.17. Curvature collineation
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2.18. D'Alembert's equation
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2.19. Diagrammatic Monte Carlo
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2.20. Euler's differential equation
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2.21. Exponential dichotomy
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2.22. Fedosov manifold
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2.23. Fiber derivative
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2.24. GHP formalism
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2.25. Gaussian polar coordinates
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2.26. Geroch's splitting theorem
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2.27. Higher gauge theory
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2.28. Hill's spherical vortex
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2.29. Homoeoid
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2.30. Homothetic vector field
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2.31. Hybrid bond graph
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2.32. International Association of Mathematical Physics
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2.33. International Congress on Mathematical Physics
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2.34. Inverse scattering problem
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2.35. Jacobi transform
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2.36. Killing horizon
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2.37. Kundt spacetime
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2.38. Legendre transform (integral transform)
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2.39. Level-spacing distribution
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2.40. Linear transport theory
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2.41. Liouville–Neumann series
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2.42. Lovelock's theorem
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2.43. MTZ black hole
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2.44. Magnetic form factor
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2.45. Matter collineation
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2.46. Monopole (mathematics)
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2.47. Mécanique analytique
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2.48. Newtonian gauge
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2.49. Nigerian Association of Mathematical Physics
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2.50. Noether's second theorem
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2.51. Nonlocal Lagrangian
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2.52. Peeling theorem
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2.53. Peixoto's theorem
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2.54. Peres metric
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2.55. Plane-wave expansion
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2.56. Plebanski action
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2.57. Plebanski tensor
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2.58. Pöschl–Teller potential
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2.59. Quantum KZ equations
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2.60. Relativistic chaos
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2.61. Rose–Vinet equation of state
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2.62. Saint-Venant's principle
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2.63. Schouten tensor
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2.64. Second covariant derivative
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2.65. Strejc method
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2.66. Stretching field
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2.67. Supermathematics
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2.68. Superoscillation
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2.69. Supersymmetric WKB approximation
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2.70. Twistor correspondence
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2.71. Variational bicomplex
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2.72. Variational methods in general relativity
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2.73. Wigner surmise
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3. Theoretical computer science stubs
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3.1. Graph theory stubs
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3.2. 3D Life
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Theoretical computer science stubs
3.3. ALL (complexity)
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3.4. AWPP
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3.5. Alternating tree automata
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3.6. Angelic non-determinism
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3.7. Aperiodic finite state automaton
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3.8. Atlantic City algorithm
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3.9. Balanced boolean function
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3.10. Call-by-push-value
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3.11. Carry operator
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3.12. Compression theorem
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Theoretical computer science stubs
3.13. Computable real function
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3.14. Concept class
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3.15. Continuous automaton
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3.16. Counting problem (complexity)
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3.17. DLIN
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3.18. DLOGTIME
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3.19. DPLL(T)
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3.20. Demonic non-determinism
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3.21. Deterministic automaton
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3.22. Dis-unification (computer science)
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Theoretical computer science stubs
3.23. ESPACE
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3.24. E (complexity)
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3.25. Effective complexity
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3.26. Electronic Notes in Theoretical Computer Science
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3.27. Electronic Proceedings in Theoretical Computer Science
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3.28. Empty type
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3.29. Event-driven finite-state machine
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3.30. Exact quantum polynomial time
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3.31. FL (complexity)
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3.32. Finite thickness
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3.33. GapP
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3.34. Generalized foreground-background
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3.35. Generalized game
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3.36. Generalized star-height problem
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3.37. International Symposium on Algorithms and Computation
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3.38. International Symposium on Mathematical Foundations of Computer Science
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3.39. International Workshop on First-Order Theorem Proving
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3.40. L/poly
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3.41. LH (complexity)
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3.42. LOGCFL
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3.43. Laboratory for Foundations of Computer Science
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3.44. Language equation
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3.45. Log-space computable function
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3.46. Log-space transducer
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3.47. Logical depth
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3.48. Low and high hierarchies
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3.49. Mobile automaton
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3.50. NE (complexity)
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3.51. Nerode Prize
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3.52. Nonelementary problem
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3.53. PH (complexity)
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3.54. Padding argument
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3.55. Petri net unfoldings
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3.56. PolyL
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3.57. Postselection
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3.58. Query (complexity)
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3.59. R (complexity)
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3.60. Random-access Turing machine
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3.61. Ranked alphabet
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3.62. Recursive grammar
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3.63. SC (complexity)
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3.64. Sample exclusion dimension
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3.65. Semi-membership
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3.66. Set constraint
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3.67. Sophistication (complexity theory)
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3.68. Star-free language
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3.69. Stuttering equivalence
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3.70. Supercombinator
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3.71. Symposium on Theoretical Aspects of Computer Science
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3.72. Theoretical Computer Science (journal)
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3.73. Transdichotomous model
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3.74. Von Neumann neighborhood
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4. Abstract additive Schwarz method
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Applied mathematics stubs
5. Adjoint equation
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6. Arm solution
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7. Artstein's theorem
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8. Baldwin–Lomax model
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9. Barrier function
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10. Basic solution (linear programming)
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11. Basis pursuit
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12. Bedlam cube
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13. Benjamin–Ono equation
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14. Bessel–Maitland function
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15. Biconvex optimization
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16. Bilinear program
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17. Binary constraint
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18. Bogomolny equations
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19. Broer–Kaup equations
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20. Brown–Gibson model
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21. Buckmaster equation
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22. Chaplygin problem
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23. Chladni's law
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24. Comma-free code
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25. Community matrix
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26. Constraint inference
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27. Continuous optimization
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28. Control (optimal control theory)
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29. Damping matrix
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30. De Finetti diagram
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31. Decision analysis cycle
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32. Dunham expansion
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33. ENO methods
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34. Environmental modelling
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34.1. Atmospheric dispersion modeling
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Environmental modelling
34.2. Climate modeling
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Environmental modelling
34.3. Forest models
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Environmental modelling
34.4. Hydrology models
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Environmental modelling
34.5. Land change modeling
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Environmental modelling
34.6. Reid's paradox of rapid plant migration
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Environmental modelling
34.7. Simulated growth of plants
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Environmental modelling
34.8. Species distribution modelling
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Environmental modelling
35. Estevez–Mansfield–Clarkson equation
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36. FETI-DP
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37. Fast sweeping method
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38. Finite element exterior calculus
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39. First-player and second-player win
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40. Forecasting complexity
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41. Fractional-order control
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42. Fujita–Storm equation
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43. Full width at half maximum
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44. Function tree
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45. Functionally graded element
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46. Generalized Korteweg–De Vries equation
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47. Geometrically and materially nonlinear analysis with imperfections included
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48. Gibbs state
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49. Heinz mean
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50. Hermite spline
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51. Hierarchical constraint satisfaction
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52. Highly optimized tolerance
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53. Hilbert basis (linear programming)
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54. Hill differential equation
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55. Homogeneity blockmodeling
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56. Hu–Washizu principle
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57. Hyperstability
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58. I-spline
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59. Infinite difference method
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60. Infomax
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61. Inherent zero
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62. Integral sliding mode
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63. Intransitive game
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64. Invasion percolation
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65. Inverse Symbolic Calculator
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66. L-stability
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67. Landau set
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68. Lax equivalence theorem
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69. Lax–Wendroff theorem
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70. Leaky integrator
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71. Levy–Mises equations
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72. Linear programming decoding
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73. Liénard–Chipart criterion
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74. Loubignac iteration
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75. M-spline
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76. Mathematical physiology
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77. Mathematical programming with equilibrium constraints
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78. Maxwell–Fricke equation
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79. Mean field annealing
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80. Method of lines
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81. Metrication in Chile
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82. Mimesis (mathematics)
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83. Monodomain model
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84. Mortar methods
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85. Moving least squares
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86. Murray R. Spiegel
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87. NSMB (mathematics)
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88. Natural neighbor interpolation
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89. Nearest-neighbor interpolation
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90. Neugebauer equations
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91. Neumann–Dirichlet method
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92. Non-compact stencil
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93. Numerical dispersion
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94. Numerical resistivity
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95. Parallel parking problem
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96. Parity learning
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97. Patch test (finite elements)
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98. Pearcey integral
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99. Perfect spline
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100. Philip Rabinowitz (mathematician)
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101. Posynomial
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102. Prony equation
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103. Q-analysis
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104. Quadratic integrate and fire
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105. Regular constraint
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106. SYZ conjecture
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107. Schwinger parametrization
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108. Self-concordant function
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109. Seneca effect
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110. Shekel function
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111. Sievert integral
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112. Small control property
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113. Spheroidal wave function
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114. Squeeze operator
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115. Steerable filter
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116. Stephen Childress
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117. Streamline diffusion
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118. Strictly determined game
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119. Swift–Hohenberg equation
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120. Symlet
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121. Tachytrope
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122. Transfinite interpolation
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123. Transversality condition
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124. Trend surface analysis
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125. Volume mesh
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126. W. T. and Idalia Reid Prize
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127. Ward's conjecture
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128. Wave maps equation
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129. Wolfe duality
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1. Computational science stubs
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Applied mathematics stubs
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1.1. Bioinformatics stubs
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1.2. Chaos theory stubs
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1.3. Computational chemistry stubs
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1.4. Computational linguistics stubs
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1.5. Health informatics stubs
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1.6. Science software stubs
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1.7. Centre for Computational Geography
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1.8. Computational scientist
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1.9. Global coordination level
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1.10. NCAR LSM 1.0
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2. Mathematical physics stubs
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2.1. Differential geometry stubs
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2.2. Statistical mechanics stubs
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2.3. Affine vector field
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2.4. BSSN formalism
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2.5. Bach tensor
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2.6. Barotropic vorticity equation
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2.7. Bel decomposition
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2.8. Bendixson–Dulac theorem
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2.9. Bogolyubov Prize (NASU)
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2.10. Boolean delay equation
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2.11. Bowen ratio
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2.12. Bred vector
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2.13. Brinkmann coordinates
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2.14. Chasles' theorem (gravitation)
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2.15. Cobweb plot
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2.16. Coefficient of fractional parentage
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2.17. Curvature collineation
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2.18. D'Alembert's equation
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2.19. Diagrammatic Monte Carlo
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2.20. Euler's differential equation
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2.21. Exponential dichotomy
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2.22. Fedosov manifold
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2.23. Fiber derivative
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2.24. GHP formalism
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2.25. Gaussian polar coordinates
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2.26. Geroch's splitting theorem
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2.27. Higher gauge theory
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2.28. Hill's spherical vortex
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2.29. Homoeoid
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2.30. Homothetic vector field
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2.31. Hybrid bond graph
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2.32. International Association of Mathematical Physics
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2.33. International Congress on Mathematical Physics
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2.34. Inverse scattering problem
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2.35. Jacobi transform
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2.36. Killing horizon
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2.37. Kundt spacetime
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2.38. Legendre transform (integral transform)
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2.39. Level-spacing distribution
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2.40. Linear transport theory
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2.41. Liouville–Neumann series
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2.42. Lovelock's theorem
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2.43. MTZ black hole
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2.44. Magnetic form factor
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2.45. Matter collineation
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2.46. Monopole (mathematics)
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2.47. Mécanique analytique
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2.48. Newtonian gauge
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2.49. Nigerian Association of Mathematical Physics
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2.50. Noether's second theorem
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2.51. Nonlocal Lagrangian
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2.52. Peeling theorem
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2.53. Peixoto's theorem
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2.54. Peres metric
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2.55. Plane-wave expansion
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2.56. Plebanski action
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2.57. Plebanski tensor
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2.58. Pöschl–Teller potential
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2.59. Quantum KZ equations
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2.60. Relativistic chaos
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2.61. Rose–Vinet equation of state
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2.62. Saint-Venant's principle
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2.63. Schouten tensor
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2.64. Second covariant derivative
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2.65. Strejc method
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2.66. Stretching field
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2.67. Supermathematics
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2.68. Superoscillation
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2.69. Supersymmetric WKB approximation
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2.70. Twistor correspondence
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2.71. Variational bicomplex
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2.72. Variational methods in general relativity
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2.73. Wigner surmise
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3. Theoretical computer science stubs
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3.1. Graph theory stubs
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3.2. 3D Life
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3.3. ALL (complexity)
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3.4. AWPP
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3.5. Alternating tree automata
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3.6. Angelic non-determinism
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3.7. Aperiodic finite state automaton
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3.8. Atlantic City algorithm
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3.9. Balanced boolean function
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3.10. Call-by-push-value
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3.11. Carry operator
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3.12. Compression theorem
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3.13. Computable real function
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3.14. Concept class
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3.15. Continuous automaton
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3.16. Counting problem (complexity)
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3.17. DLIN
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3.18. DLOGTIME
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3.19. DPLL(T)
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3.20. Demonic non-determinism
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3.21. Deterministic automaton
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3.22. Dis-unification (computer science)
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3.23. ESPACE
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3.24. E (complexity)
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3.25. Effective complexity
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3.26. Electronic Notes in Theoretical Computer Science
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3.27. Electronic Proceedings in Theoretical Computer Science
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3.28. Empty type
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3.29. Event-driven finite-state machine
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3.30. Exact quantum polynomial time
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3.31. FL (complexity)
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3.32. Finite thickness
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3.33. GapP
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3.34. Generalized foreground-background
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3.35. Generalized game
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3.36. Generalized star-height problem
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3.37. International Symposium on Algorithms and Computation
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3.38. International Symposium on Mathematical Foundations of Computer Science
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3.39. International Workshop on First-Order Theorem Proving
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3.40. L/poly
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3.41. LH (complexity)
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3.42. LOGCFL
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3.43. Laboratory for Foundations of Computer Science
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3.44. Language equation
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3.45. Log-space computable function
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3.46. Log-space transducer
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3.47. Logical depth
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3.48. Low and high hierarchies
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3.49. Mobile automaton
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3.50. NE (complexity)
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3.51. Nerode Prize
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3.52. Nonelementary problem
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3.53. PH (complexity)
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3.54. Padding argument
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3.55. Petri net unfoldings
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3.56. PolyL
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3.57. Postselection
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3.58. Query (complexity)
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3.59. R (complexity)
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3.60. Random-access Turing machine
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3.61. Ranked alphabet
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3.62. Recursive grammar
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3.63. SC (complexity)
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3.64. Sample exclusion dimension
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3.65. Semi-membership
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3.66. Set constraint
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3.67. Sophistication (complexity theory)
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3.68. Star-free language
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3.69. Stuttering equivalence
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3.70. Supercombinator
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3.71. Symposium on Theoretical Aspects of Computer Science
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3.72. Theoretical Computer Science (journal)
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3.73. Transdichotomous model
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3.74. Von Neumann neighborhood
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4. Abstract additive Schwarz method
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5. Adjoint equation
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6. Arm solution
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7. Artstein's theorem
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8. Baldwin–Lomax model
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9. Barrier function
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10. Basic solution (linear programming)
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11. Basis pursuit
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12. Bedlam cube
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13. Benjamin–Ono equation
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14. Bessel–Maitland function
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15. Biconvex optimization
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16. Bilinear program
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17. Binary constraint
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18. Bogomolny equations
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19. Broer–Kaup equations
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20. Brown–Gibson model
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21. Buckmaster equation
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22. Chaplygin problem
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23. Chladni's law
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24. Comma-free code
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25. Community matrix
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26. Constraint inference
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27. Continuous optimization
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28. Control (optimal control theory)
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29. Damping matrix
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30. De Finetti diagram
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31. Decision analysis cycle
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32. Dunham expansion
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33. ENO methods
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34. Environmental modelling
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34.1. Atmospheric dispersion modeling
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34.2. Climate modeling
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34.3. Forest models
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Environmental modelling
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34.4. Hydrology models
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34.5. Land change modeling
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Environmental modelling
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34.6. Reid's paradox of rapid plant migration
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34.7. Simulated growth of plants
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Environmental modelling
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34.8. Species distribution modelling
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35. Estevez–Mansfield–Clarkson equation
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36. FETI-DP
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37. Fast sweeping method
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38. Finite element exterior calculus
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39. First-player and second-player win
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40. Forecasting complexity
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41. Fractional-order control
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42. Fujita–Storm equation
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43. Full width at half maximum
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44. Function tree
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45. Functionally graded element
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46. Generalized Korteweg–De Vries equation
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47. Geometrically and materially nonlinear analysis with imperfections included
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48. Gibbs state
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49. Heinz mean
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50. Hermite spline
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51. Hierarchical constraint satisfaction
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52. Highly optimized tolerance
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53. Hilbert basis (linear programming)
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54. Hill differential equation
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55. Homogeneity blockmodeling
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56. Hu–Washizu principle
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57. Hyperstability
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58. I-spline
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59. Infinite difference method
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60. Infomax
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61. Inherent zero
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62. Integral sliding mode
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63. Intransitive game
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64. Invasion percolation
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65. Inverse Symbolic Calculator
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66. L-stability
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67. Landau set
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68. Lax equivalence theorem
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69. Lax–Wendroff theorem
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70. Leaky integrator
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71. Levy–Mises equations
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72. Linear programming decoding
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73. Liénard–Chipart criterion
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74. Loubignac iteration
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75. M-spline
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76. Mathematical physiology
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77. Mathematical programming with equilibrium constraints
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78. Maxwell–Fricke equation
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79. Mean field annealing
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80. Method of lines
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81. Metrication in Chile
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82. Mimesis (mathematics)
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83. Monodomain model
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84. Mortar methods
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85. Moving least squares
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86. Murray R. Spiegel
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87. NSMB (mathematics)
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88. Natural neighbor interpolation
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89. Nearest-neighbor interpolation
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90. Neugebauer equations
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91. Neumann–Dirichlet method
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92. Non-compact stencil
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93. Numerical dispersion
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94. Numerical resistivity
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95. Parallel parking problem
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96. Parity learning
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97. Patch test (finite elements)
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98. Pearcey integral
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99. Perfect spline
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100. Philip Rabinowitz (mathematician)
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101. Posynomial
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102. Prony equation
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103. Q-analysis
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104. Quadratic integrate and fire
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105. Regular constraint
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106. SYZ conjecture
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107. Schwinger parametrization
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108. Self-concordant function
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109. Seneca effect
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110. Shekel function
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111. Sievert integral
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112. Small control property
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113. Spheroidal wave function
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114. Squeeze operator
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115. Steerable filter
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116. Stephen Childress
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117. Streamline diffusion
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118. Strictly determined game
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119. Swift–Hohenberg equation
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120. Symlet
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121. Tachytrope
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122. Transfinite interpolation
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123. Transversality condition
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124. Trend surface analysis
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125. Volume mesh
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126. W. T. and Idalia Reid Prize
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127. Ward's conjecture
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128. Wave maps equation
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129. Wolfe duality
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Ancestors
Applied mathematics
Fields of mathematics
Mathematics
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