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lizhi1800

Lee

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Projection, Tangent Space, Covariant Derivative and Geodesic Equations
Projection, Tangent Space, Covariant Derivative and Geodesic Equations
Differential Equations 12
Schwarzschild Solution Differential Equations
Differential Equations 11
Bessel’s equation
Differential Equations 10
Solution by power series
Differential Equations 9
Systems of linear differential equations
Differential Equations 8
particular solution, Undetermined Coefficients, Variation of Parameters, Inverse differential operators, Superposition, G0 is a constant
Differential Equations 7
f(D) is a differential operator with constant coefficients
Differential Equations 6
Differential operators, as polynomial, as linear homogeneous differential function
Differential Equations 5
n-th order linear differential equations, homogeneous linear part, Wronskian test for dependence, particular integral
Differential Equations 4
Second order d2ydx2 differential equations
Differential Equations 3
First order and higher degree, Discriminant, Singular solution, Multiple root
Differential Equations 2
separation, homogeneity, exact differential, Integrating factors, First order linear
Differential Equations 1
Differential equation, Differential form, Ordinary differential equation, Partial differential equation, Order of a differential equation, Degree of a differential equation, Linear differential equation, Singular solutions
Differential Geometry 13 14
Isometric mapping, Envelope, Envelope of A Family of Surfaces, Characteristic of A Family of Surfaces
Differential Geometry 12
CONFORMAL MAPS, Isothermic map and isothermal coordinate, Area preserving map
Differential Geometry 11
Geodesics curve, Geodesic curvature, Geodesic parallels, Geodesic coordinates, Geodesic torsion, Gauss-Bonnet Theorem
Differential Geometry 6
SURFACE CURVATURE: NORMAL, TOTAL AND MEAN CURVATURE, EULER’S THEOREM, MEUSNIER’S THEOREM, Principal directions
Differential Geometry 2
Space curve,Tangent vector, Unit tangent vector, Principal normal , Binormal vector, Moving trihedral, Curvature of a space curve, Radius of curvature, Torsion, Frenet Serret formulas
Differential Geometry 1
CURVES IN THE PLANE, DERIVATIVE OF ARC LENGTH, CURVATURE, RADIUS OF CURVATURE, CIRCLE OF CURVATURE, EVOLUTE
Schwarzschild solution in R
Schwarzschild solution in R
Christoffel symbols second kind
Christoffel symbols second kind
Ricci tensor
Ricci tensor
Riemann curvature tensor second kind
Riemann curvature tensor -- second kind
Christoffel symbols of unit sphere – first kind
Christoffel symbols of unit sphere – first kind
Contravariant and covariant components
Contravariant and covariant components
Surface Normal, Tangent Plane
Surface Normal, Tangent Plane
Einstein Notation
Einstein Notation
Time jump
Time jump
Line of Simultaneity
Line of Simultaneity
Geometry of Relativity
Geometry of Relativity
Time is imaginary
special relativity
Document
Inventory Based Market Making, from page 172, OPTION TRADING by Euar Sinclair 2010
Leverage Space Martingale
Leverage Space Trading Model by RALPH VINCE
Leverage Space and Drawdown
The Leverage Space Trading Model by RALPH VINCE
The Leverage Space Trading Model C H A P T E R 4
Compute GHPR for multiple financial instruments