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Passenger

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  1. /****************************************************************************** * Jouni Aro * * 20.2.20 * * * * The multidimensional algebra * * * * The possibilities of algebra is associated with a sort of tool, with which * * parallel causations can be harnessed a
  2. I calculated this fractal with 4D complex numbers. (j and k axis fractal zoom)
  3. Zooming Julia's crowd. I programmed this image sometime in the early millennium.
  4. ~~~ least squares fitting example ~~~ For example: One phenomenon related to the time was that at time 1 the value 14 + 8j + 11l - 3n was measured. At time 2, a value of -3 + 10j + 15l - 7n was measured. It was found that the cause-effect of the phenomenon was approximately in accordance with the values: x0 = 1, y0 = 14 + 8j + 11l - 3n x1 = 2, y1 = -3 + 10j + 15l - 7n x2 = 3, y2 = -12 + 14j + 20l - 11n x3 = 4, y3 = -20 + 17j + 23l - 15n x4 = 5, y4 = -25 + 19j + 24l - 17n x5 = 6, y5 = -28 + 22j + 24l - 21n x6 = 7, y6 = -27 + 24j + 23l - 24n x7 = 8, y7 = -25 + 27j + 20l - 27n x8 =
  5. That is, you cannot talk about any technology at code level. A new way to generate pseudorandom numbers was in the next- and rnd-functions. But it doesn't hurt if the forum is forbidden to display the code. At least I enjoy reading other people's codes, and at best I try the other person's code myself.
  6. // 64-bit random number generator. // CODE DELETED }
  7. Scale over 20 years ago. I program now the fractal carbon colors. Each pixel contains 256 * 256 mosaic information, resulting in an image resolution of 216 (65 536).
  8. Multidimensional algebra The capabilities of Algebra also include a tool that can concatenate and approximate parallel cause and effect functions into compact functions. By drawing an approximately smooth graph on the screen, the algebra succeeds in approximating a given set of points to a short function. Algebra's skill is in its ability to describe phenomena and nature. What about drawing different colored curves on the screen. The white set of points is temperature, the yellow wind direction, the orange season, the blue one represents the humidity, etc. Each set of points can be d
  9. By eliminating symbolic signs for multiplication, complex spaces are possible. I studied this problem for over a decade until it was resolved. Complex spaces fulfill all municipal conditions. Please find the code below to test the municipal rules. ! Moderator Note No one should have to reverse engineer your code to understand what you are talking about. Explain what you want to say.
  10. Passenger

    Test 2

    #include <math.h> #include <stdio.h> typedef unsigned __int64 uint64; #define TRUE 1 #define FALSE 0 #define INC 3 #define NEW 7 #define SEQUEL 9 class rnd64 { public: rnd64(void); ~rnd64(void); uint64 rnd(void); private: int prime_number(int); uint64 next(void); int status; uint64 dx; uint64 dy; uint64 end; uint64 x, y; uint64 R16A; uint64 R16B; uint64 Z[2]; uint64 increaseA; uint64 increaseB; }; rnd64::rnd64(void) { dx=0xfedca201L; dy=0x012357bfL; R16A=(uint64)1; R16B=(uint64)2; Z[0]=Z[1]=0x00; x=5; y=3
  11. k0∑xj0 + k1∑xj1 + k2∑xj2 +,…,+ kn∑xjn+0 = ∑yjxj0 k0∑xj1 + k1∑xj2 + k2∑xj3 +,…,+ kn∑xjn+1 = ∑yjxj1 k0∑xj2 + k1∑xj3 + k2∑xj4 +,…,+ kn∑xjn+2 = ∑yjxj2 . . . k0∑xjn + k1∑xjn+1 + k2∑xjn+2 +,…,+ kn∑xjn+n = ∑yjxjn One of the most beautiful algebra formulas is the least squares polynomial formula.
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