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May
18
awarded  Scholar
May
18
awarded  Supporter
May
18
accepted How to find a symplectic matrix that satisfies an additional condition
Mar
12
comment System of two differential equations where all characteristic roots are complex conjugate
so, as I understood, firstly I should insert this first solution into homogenous system and determine first pair of constants c1 and c2, then I should insert second solution and determine c3 and c4. Finally when I will obtain c1,c2, c3, c4... c8, what will be the function y1(x) and what y2(x) in the last step?
Mar
11
comment System of two differential equations where all characteristic roots are complex conjugate
how many constants? just present us the solution for each function
Mar
11
comment System of two differential equations where all characteristic roots are complex conjugate
Can You give me some instructions in detail or just start point that I can continue
Mar
11
asked System of two differential equations where all characteristic roots are complex conjugate
Jul
17
comment Polar Decomposition for Symplectic Matrices
@ YACP As I can see, this problem with symplectic matrix is just transformation to polar, I have one more condition, how can I use this your answer and apply on mine problem math.stackexchange.com/questions/444304/…
Jul
15
asked How to find a symplectic matrix that satisfies an additional condition
Mar
16
comment Three-Body problem - Newtonian space
@ Anil I am not sure what you mean.
Mar
15
revised Three-Body problem - Newtonian space
deleted 137 characters in body
Mar
15
comment Three-Body problem - Newtonian space
@Jyrki thank you very much for your attention, but can you help me how to simulate three body problem?
Mar
15
asked Three-Body problem - Newtonian space
Feb
3
awarded  Tumbleweed
Jan
27
revised Neglecting solutions and reforming the system of differential equations with reducing the order but to keep choosen solutions
edited body
Jan
27
asked Neglecting solutions and reforming the system of differential equations with reducing the order but to keep choosen solutions
Dec
8
comment How to change Hermite function to have a same shape with moving extremum point and zeros
I didn't explain good, also the boundary conditions in -1 and 1 must be the same (my don't good explanation with "to have same shape"). Please, take a look up. I putted an example, but I don't want to connect two functions, I need just one.
Dec
8
revised How to change Hermite function to have a same shape with moving extremum point and zeros
added 733 characters in body
Dec
7
revised How to change Hermite function to have a same shape with moving extremum point and zeros
edited title
Dec
7
awarded  Student