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Multistage decision making0:11:15

Multistage decision making

EULER MOMENTUM THEOREM0:04:39

EULER MOMENTUM THEOREM

Elliptic function in0:01:01

Elliptic function in complex analysis

An elliptic function0:01:11

An elliptic function without poles is a constant

If u is0:02:57

If u is harmonic in omega. prove f(z)=u+iv then f(z) is analytic

Argument principle0:06:05

Argument principle

Liouville's Theorem #complex0:05:29

Liouville's Theorem #complex analysis

Let A be0:03:08

Let A be 2×2 matrix over a field F. prove det(I+A)=1+det(A) if and only if trace (A)=0

find the pole0:01:28

find the pole and residue for 1/z^2+5z+6

Langrangian form of0:04:29

Langrangian form of D Alembet's principle

monge's method example0:09:53

monge's method example r+4s+t+rt-s^2=2

Particular Integral of0:04:10

Particular Integral of the equation (D^2-D')z=2y-x^2

Equation with variable0:12:34

Equation with variable coefficient reduce into canonical form

Types of equation0:01:28

Types of equation linear,quasi,semi,non-linear equation

property 1 in0:03:40

property 1 in complex analysis #applied_maths

Along every characteristic0:03:19

Along every characteristic strip of the equation F(x,y,z,p,q)=0 function F(x,y,z,p,q) is constant.

Example for transformation0:07:57

Example for transformation Cartesian coordinates to generalized coordinates

Program for multiple0:03:42

Program for multiple classes using class room and class roomarea in java

DIFFERENCE BETWEEN LINEARLY0:00:44

DIFFERENCE BETWEEN LINEARLY DEPENDENT AND INDEPENDENT

ELSE IF LADDER0:06:25

ELSE IF LADDER IN JAVA PROGRAM

Nesting if else0:03:53

Nesting if else statements in java

Eliminate the arbitrary0:01:51

Eliminate the arbitrary function f from the equation z=x+y+f(x,y)

Equation of cone0:02:25

Equation of cone to first order equation in PDE

Eliminate the arbitrary0:02:24

Eliminate the arbitrary function f from the equation z=xy+f(x^2+y^2)