Rank: 146 based on 2023 downloads (last 30 days) and 74 files submitted

M P

E-mail: software.c@libero.it
Company/University: Genova

Personal Profile:: My virtual lab is here:
http://spacelife.brinkster.net/
Professional Interests:: I'm a biomedical engineer; my interests are neural and cosmology; I study vital mechanism. In my page there are simulation-programs of my research-work. Spacetime is been interpretated like 3D, two space dimensions and time-profundity. The current is a triple point: one point is reference and one point is a double point (up and down). MATLAB is a jewel of language. See you. Happy pastime.

Files
Watch Lists

Files Posted by M				View all 1 - 5 of 74
Updated	File	Tags	Downloads (last 30 days)	Comments	Rating
05 Nov 2009	DoMaIn Find solutions of a 3D coincident with a 2D. Author: M P	physics, 360°, horizontal, circle, model, mind	16	1	1.0 1.0 \| 1 rating
30 Aug 2009	Six Circular Programs Circle: seconds and degrees. Author: M P	hours, zero, circle, 360°, degrees, area	21	0	1.0 1.0 \| 2 ratings
29 Aug 2009	Sin Cos 01 Find the zero and one degree values. Author: M P	positive, 360°, zero, circle, sqrt22, degrees	27	2	1.0 1.0 \| 1 rating
28 Aug 2009	The Four Zero System Circle: the 50.5 business. Author: M P	360°, zero, circle, degrees, point, system	23	3	1.0 1.0 \| 1 rating
23 Aug 2009	Physics Color Symmetry Transform physics input in color. Author: M P	physics, rgb, frequency, emotivity, matrix, model	23	3	1.0 1.0 \| 1 rating

Comments and Ratings by M		View all 1 - 5 of 140
Updated	File	Comments	Rating
30 Oct 2009	MOV Physics Movement Author: M P	I can nothing if you don’t understand my programs. Programs are programs. Also I have friends and my friends don’t think this is non-sense. Life is a strange program and this is my Matlab page.
28 Aug 2009	The Four Zero System Circle: the 50.5 business. Author: M P	Hi James, your reviews take in me always a smile. Funny review.
27 Aug 2009	Physics Color Symmetry Transform physics input in color. Author: M P	max time & space 1-301 & weight 1-1000 --- --- to insert a value of time in [s] with range 0-300: 300 to insert a value of space in [m] with range 0-300: 0 weight value [s^2]: 90000 frequency value [ms]: 0 wave length value [m]: 0 red value [s]: 0 green value [m]: 0 blue value [m]: 0 velocity value [m/s]: 0.0033 acceleration value [m/s^2]: 1.1111e-005 emotivity value [m^2/s^3]: 3.7037e-008 weight value [s^2]: 0 frequency value [ms]: 0 wave length value [m]: 0 red value [m]: 0 green value [m]: 300 blue value [m]: 300 velocity value [m/s]: 300 acceleration value [m/s^2]: 300 emotivity value [m^2/s^3]: 90000 --- to insert a value of time in [s] with range 0-300: 300 to insert a value of space in [m] with range 0-300: 1 weight value [s^2]: 90000 frequency value [ms]: 300 wave length value [m]: 1 red value [s]: 300 green value [m]: 1 blue value [m]: 1 velocity value [m/s]: 0.0033 acceleration value [m/s^2]: 1.1111e-005 emotivity value [m^2/s^3]: 3.7037e-008 weight value [s^2]: 0 frequency value [ms]: 0 wave length value [m]: 0 red value [m]: 0 green value [m]: 299 blue value [m]: 299 velocity value [m/s]: 299 acceleration value [m/s^2]: 299 emotivity value [m^2/s^3]: 89401 --- --- 1 Kg in 1° case --> 1 Kg = 90000 m^2/s^3 and a weight 90000 s^2 ................................ A 1 Kg in 2° case --> 1 Kg = 89401 m^2/s^3 and a weight 90000 s^2 ................................ B --- 1000 Kg in 1° case --> 1000 Kg = 90000 m^2/s^3 and a weight 90000 s^2 .................... C 1000 Kg in 2° case --> 1000 Kg = 89401 m^2/s^3 and a weight 90000 s^2 .................... D --- --- --- to insert a value of time in [s] with range 0-300: 300 to insert a value of space in [m] with range 0-300: 300 weight value [m/s^2]: 0.0033 frequency value [1/s^2]: 1.1111e-005 wave length value [m]: 300 red value [s=m]: 300 green value [m]: 300 blue value [m]: 300 velocity value [m/s]: 1 acceleration value [m/s^2]: 0.0033 emotivity value [m^2/s^3]: 0.0033 weight value [m/s^2]: 1 frequency value [1/s^2]: 1 wave length value [m]: 0 red value [s=m]: 0 green value [m]: 0 blue value [m]: 0 velocity value [m/s]: 1 acceleration value [m/s^2]: 1 emotivity value [m^2/s^3]: 1 --- 1 Kg = 1 m^2/s^3 and a weight 0.0033 m/s^2 .................................. E 1000 Kg = 1 m^2/s^3 and a weight 0.0033 m/s^2 ............................ F --- --- --- if I stay fine: CDF in the C case there is max time in a null space (space min) and there is max Kg in the D case there is max time in an unitary space and there is max Kg in the F case there is max time in a max space (300 times the unity coinciding with a null space) and there is max Kg the equal union of space min C and space max F is: 90000 = 1 & 90000 s^2 = 0.0033 m/s^2 90000 = 1 & 90000 s^4 = 0.0033 m 90000 = 1 & 9000010000 s^4 = 33 m 10000 s^4 = 33 m to choice C or F is the same, always better then D priority: C=F and D --- if I not stay fine: ABE in the A case there is max time in a null space (space min) and there is min Kg in the B case there is max time in an unitary space and there is min Kg in the E case there is max time in a max space (300 times the unity coinciding with a null space) and there is min Kg the equal union of space min A and space max E is: 90000 = 1 & 90000 s^2 = 0.0033 m/s^2 90000 = 1 & 90000 s^4 = 0.0033 m 90000 = 1 & 9000010000 s^4 = 33 m 10000 s^4 = 33 m to choice A or E is the same, always better is B priority: B and A=E --- B=D --> 1 = 1000 The equal symbol like union of the better case if I not stay fine and the not better case if I stay fine is a factor: 1:1000. --- --- --- --- --- more fine --- Time large Space little More weight --- --- --- less sofference --- Time little Space large Less weight --- --- --- 10000 s^4 = 33 m --- Space little: more fine Space large: less sofference --- --- --- --- --- Space little: more fine --> max = min --- --- Space min of C case = BLACK --- frequency value [ms]: 0 wave length value [m]: 0 red value [s]: 0 green value [m]: 0 blue value [m]: 0 velocity value [m/s]: 0.0033 acceleration value [m/s^2]: 1.1111e-005 emotivity value [m^2/s^3]: 3.7037e-008 --- --- Space max of F case = WHITE --- frequency value [1/s^2]: 1.1111e-005 wave length value [m]: 300 red value [s=m]: 300 green value [m]: 300 blue value [m]: 300 velocity value [m/s]: 1 acceleration value [m/s^2]: 0.0033 emotivity value [m^2/s^3]: 0.0033 --- --- --- WHITE = BLACK The white frequency is coinciding with the black acceleration: 1.1111e-005 = 1.1111e-005 The white acceleration is coinciding with the black velocity: 0.0033 = 0.0033 The white emotivity is coinciding with the black velocity: 0.0033 = 0.0033 The white velocity is coinciding with the black frequency: 1 = 0 The white wave length is coinciding with the black wave length: 300 = 0 The white red is coinciding with the black red 300 = 0 The white green is coinciding with the black green 300 = 0 The white blue is coinciding with the black blue 300 = 0 --- --- --- --- --- Space large: less sofference --- --- Space min of A case = BLACK --- frequency value [ms]: 0 wave length value [m]: 0 red value [s]: 0 green value [m]: 0 blue value [m]: 0 velocity value [m/s]: 0.0033 acceleration value [m/s^2]: 1.1111e-005 emotivity value [m^2/s^3]: 3.7037e-008 --- --- Space max of E case = WHITE --- frequency value [1/s^2]: 1.1111e-005 wave length value [m]: 300 red value [s=m]: 300 green value [m]: 300 blue value [m]: 300 velocity value [m/s]: 1 acceleration value [m/s^2]: 0.0033 emotivity value [m^2/s^3]: 0.0033 --- --- --- WHITE = BLACK The white frequency is coinciding with the black acceleration: 1.1111e-005 = 1.1111e-005 The white acceleration is coinciding with the black velocity: 0.0033 = 0.0033 The white emotivity is coinciding with the black velocity: 0.0033 = 0.0033 The white velocity is coinciding with the black frequency: 1 = 0 The white wave length is coinciding with the black wave length: 300 = 0 The white red is coinciding with the black red 300 = 0 The white green is coinciding with the black green 300 = 0 The white blue is coinciding with the black blue 300 = 0 --- --- --- --- --- more fine in the BLACK --- Time large Space little = min More weight --- --- --- less sofference in the BLACK --- Time little Space large = min Less weight --- --- --- more fine in the WHITE --- Time large Space little = max More weight --- --- --- less sofference in the WHITE --- Time little Space large = max Less weight --- --- --- --- --- more fine in the BLACK = less sofference in the BLACK --- Time large 180° Time little Space little = Space large --> min = min More weight 180° Less weight --- --- --- more fine in the WHITE = less sofference in the WHITE --- Time large 180° Time little Space little = Space large --> max = max More weight 180° Less weight --- --- --- --- --- Min = Max --> BLACK = WHITE --- --- more fine in the BLACK = less sofference in the BALCK --- Time large More weight 360° Time little Less weight Space little = Space large --> min = min --- --- more fine in the WHITE = less sofference in the WHITE --- Time large More weight 360° Time little Less weight Space little = Space large --> min = min
27 Aug 2009	Physics Color Symmetry Transform physics input in color. Author: M P	Not diagonal system (example) --- S1 = 10 [s] = input time in MMM --> the watch M1 = 100 [m] = input space in MMM --> the meter K2 = 70 [Kg] = input weight in ColorWeight2 --> the balance --- I’m running 100 meters in 10 seconds. I write the MMM input. It say so. The weight associated to the space time is 100 s^2 because the space number is different to the time number (not diagonal system). The frequency associated to the space time is 1000 ms. The wave length is coinciding with the space (an altitude, a length). It write 3 color levels. The red is 100 [m] because I’m not on the diagonal. The green is 100 [m]. The blue is 100 [m]. It write 3 physics variables. The velocity is 10 m/s. The acceleration is 1 m/s^2. The emotivity is 10 m^2/s^3. I’ve used only the time altitude dimension, the third dimension, because I’m running on the plane. I’m running because I’ve a physicity. With a weight. The balance say 70 Kg. This data is not used. However the program has associated physics variables of 3° dimension with my weight. The weight 100 s^2 is associated to 70 Kg. The frequency 1000 ms is associated to 70 Kg. The wave length, the 100 space meters, is associated to 70 Kg. The red is associated to 70 Kg. The green is associated to 70 Kg. The blue is associated to 70 Kg. The velocity is associated to 70 Kg. The acceleration is associated to 70 Kg. The emotivity is associated to 70 Kg. Because the 70 Kg are running the 100 meters in 10 seconds. In the program at this time there is not 70 Kg information. The obtained results has certainly an union with the 70 Kg but the output numbers are without 70 Kg dependence because I haven’t used this weight quantity. Now is the moment to use also the weight value. The ColorWeight2 take in input time space and weight. Is necessary to insert a red quantity. From MMM computation I’ve the red quantity. This number is obtained with MMM logic and it is the same logic of ColorWeight2. Start program. The seconds and the meters live in a range 30100 values. They’ve a correlation with green and blue color. And I’ve this number from MMM, like the red. I wirte the data input with this logic: to obtain the same time altitude green blue of MMM. to select a row of time in seconds (1-30100): 10010 to select a column of space in meters (1-30100): 10100 Now the computer want the red color. to select the red color (0-300): 100 I write the MMM red and so there is union with the weight of 70 Kg. Are obtained output. red profundity = 100 green profundity = 100 blue profundity = 100 [s] = 10 [m] = 100 [m/s] = 10 [m/s2] = 1 There is two programs coincidence. There is also this. [kg] = 1 [kgm/s2] = 1 The 70 Kg data is not on the machine, like in MMM. And there is also now weight information. It is obtained thanks to the acceleration formula. The weight obtained is an inverse acceleration. In this way the weight force, like weight per acceleration, is always unitary. The union with the equal symbol of the MMM weight with this weight is: 100 s^2 = 1 Kg = 1 s^2/m The result is: altitude = 1/100 [m]. And so: 100 m = 1/100 m --> 10000 m = 1 m --> 10 Km = 1m The 100 meters are 1/100 of meter if 1 Kg is coinciding with 100 s^2. Is obtained the MMM-ColorWeight2 union. The 100 meters are 1 cm because 1 Kg is coinciding with 100 s^2 if the double RGB is the same. And the double RGB is the same because the two systems has the same quantity numbers. To run 100 meters with a weight of 100 s^2 is equal to run 1 cm with a kilogram. The 70 Kg aren’t used at this time. The weight range is from 1 to 1000. My weight could be 1 Kg or 123 Kg or 999 Kg: the same result. The data are indipendent to the weight. Comparison. A man with a weight of 210 Kg is running the 100 meters in 10 seconds. At this program time the results are the same quantities: the same time and the same space. But my weight is 70 Kg and the man weight is 210 Kg. The same results with a difference in the energy production. The same numbers in the third dimension because the color output is the same but a different energy quantity because the spacetime is the same and the weight is not the same. To run 100 meters with a weight of 100 s^2 is equal to run 1 cm with a kilogram, for me and also for the man and also for the other all weight quantities. --- I write 70 Kg in input. to insert a positive number of weight [Kg] with range 1-1000: 70 Is obtained this. PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN velocity [m/s] axes: T / Y 10 gravity [m/s^2] axes: T / Y^2 1 altitude / time^2 [m/s^2] axes: T / Y^2 1 gravity / velocity [1/s] axes: 1 / T 0.1000 velocity / gravity [s] axes: Y 10 mass [s^2/m] axes: Y^2 / T 1 1 / velocity [s/m] axes: Y / T 0.1000 1 / gravity [s^2/m] axes: Y^2 / T 1 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.1429 weight / time [Kg/s] axes: XZ / Y 7 time / weight [s/Kg] axes: Y / XZ 0.1429 weight / mass [Kgm/s^2] axes: XZT / Y^2 70 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 70 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 100 velocity [m/s] axes: T / Y 0.9091 gravity [m/s^2] axes: T / Y^2 0.0083 altitude / time^2 [m/s^2] axes: T / Y^2 0.0083 gravity / velocity [1/s] axes: 1 / T 0.0091 velocity / gravity [s] axes: Y 110 mass [s^2/m] axes: Y^2 / T 121 1 / velocity [s/m] axes: Y / T 1.1000 1 / gravity [s^2/m] axes: Y^2 / T 121 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0130 weight / time [Kg/s] axes: XZ / Y 0.6364 time / weight [s/Kg] axes: Y / XZ 1.5714 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.5785 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 8470 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 200 velocity [m/s] axes: T / Y 0.4762 gravity [m/s^2] axes: T / Y^2 0.0023 altitude / time^2 [m/s^2] axes: T / Y^2 0.0023 gravity / velocity [1/s] axes: 1 / T 0.0048 velocity / gravity [s] axes: Y 210 mass [s^2/m] axes: Y^2 / T 441 1 / velocity [s/m] axes: Y / T 2.1000 1 / gravity [s^2/m] axes: Y^2 / T 441 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0068 weight / time [Kg/s] axes: XZ / Y 0.3333 time / weight [s/Kg] axes: Y / XZ 3 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.1587 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 30870 point of half: clock verse dynamic solution without weight time = -60 space = 30 velocity = -60 acceleration = -69 mass = -69 weight force = -69 clock verse dynamic solution = perception of the color weight --- Now I write the 210 Kg data. to insert a positive number of weight [Kg] with range 1-1000: 210 Is obtained this. PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN velocity [m/s] axes: T / Y 10 gravity [m/s^2] axes: T / Y^2 1 altitude / time^2 [m/s^2] axes: T / Y^2 1 gravity / velocity [1/s] axes: 1 / T 0.1000 velocity / gravity [s] axes: Y 10 mass [s^2/m] axes: Y^2 / T 1 1 / velocity [s/m] axes: Y / T 0.1000 1 / gravity [s^2/m] axes: Y^2 / T 1 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0476 weight / time [Kg/s] axes: XZ / Y 21 time / weight [s/Kg] axes: Y / XZ 0.0476 weight / mass [Kgm/s^2] axes: XZT / Y^2 210 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 210 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 100 velocity [m/s] axes: T / Y 0.9091 gravity [m/s^2] axes: T / Y^2 0.0083 altitude / time^2 [m/s^2] axes: T / Y^2 0.0083 gravity / velocity [1/s] axes: 1 / T 0.0091 velocity / gravity [s] axes: Y 110 mass [s^2/m] axes: Y^2 / T 121 1 / velocity [s/m] axes: Y / T 1.1000 1 / gravity [s^2/m] axes: Y^2 / T 121 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0043 weight / time [Kg/s] axes: XZ / Y 1.9091 time / weight [s/Kg] axes: Y / XZ 0.5238 weight / mass [Kgm/s^2] axes: XZT / Y^2 1.7355 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 25410 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 200 velocity [m/s] axes: T / Y 0.4762 gravity [m/s^2] axes: T / Y^2 0.0023 altitude / time^2 [m/s^2] axes: T / Y^2 0.0023 gravity / velocity [1/s] axes: 1 / T 0.0048 velocity / gravity [s] axes: Y 210 mass [s^2/m] axes: Y^2 / T 441 1 / velocity [s/m] axes: Y / T 2.1000 1 / gravity [s^2/m] axes: Y^2 / T 441 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0023 weight / time [Kg/s] axes: XZ / Y 1 time / weight [s/Kg] axes: Y / XZ 1 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.4762 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 92610 point of half: clock verse dynamic solution without weight time = -200 space = -110 velocity = -200 acceleration = -209 mass = -209 weight force = -209 clock verse dynamic solution = perception of the color weight --- Comparison. The same results. PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN velocity [m/s] axes: T / Y 10 gravity [m/s^2] axes: T / Y^2 1 altitude / time^2 [m/s^2] axes: T / Y^2 1 gravity / velocity [1/s] axes: 1 / T 0.1000 velocity / gravity [s] axes: Y 10 mass [s^2/m] axes: Y^2 / T 1 1 / velocity [s/m] axes: Y / T 0.1000 1 / gravity [s^2/m] axes: Y^2 / T 1 altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0476 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 100 velocity [m/s] axes: T / Y 0.9091 gravity [m/s^2] axes: T / Y^2 0.0083 altitude / time^2 [m/s^2] axes: T / Y^2 0.0083 gravity / velocity [1/s] axes: 1 / T 0.0091 velocity / gravity [s] axes: Y 110 mass [s^2/m] axes: Y^2 / T 121 1 / velocity [s/m] axes: Y / T 1.1000 1 / gravity [s^2/m] axes: Y^2 / T 121 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 200 velocity [m/s] axes: T / Y 0.4762 gravity [m/s^2] axes: T / Y^2 0.0023 altitude / time^2 [m/s^2] axes: T / Y^2 0.0023 gravity / velocity [1/s] axes: 1 / T 0.0048 velocity / gravity [s] axes: Y 210 mass [s^2/m] axes: Y^2 / T 441 1 / velocity [s/m] axes: Y / T 2.1000 1 / gravity [s^2/m] axes: Y^2 / T 441 --- Comparison. Not the same results. PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN With 70. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.1429 weight / time [Kg/s] axes: XZ / Y 7 time / weight [s/Kg] axes: Y / XZ 0.1429 weight / mass [Kgm/s^2] axes: XZT / Y^2 70 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 70 With 210. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0476 weight / time [Kg/s] axes: XZ / Y 21 time / weight [s/Kg] axes: Y / XZ 0.0476 weight / mass [Kgm/s^2] axes: XZT / Y^2 210 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 210 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 100 With 70. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0130 weight / time [Kg/s] axes: XZ / Y 0.6364 time / weight [s/Kg] axes: Y / XZ 1.5714 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.5785 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 8470 With 210. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0043 weight / time [Kg/s] axes: XZ / Y 1.9091 time / weight [s/Kg] axes: Y / XZ 0.5238 weight / mass [Kgm/s^2] axes: XZT / Y^2 1.7355 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 25410 PHYSICS CORRELATIONS of the weight inserted in ZERO UP and ZERO DOWN + 200 With 70. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0068 weight / time [Kg/s] axes: XZ / Y 0.3333 time / weight [s/Kg] axes: Y / XZ 3 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.1587 mass / weight [s^2/(Kgm)] axes: Y^2 / XZT 30870 With 210. altitude / ( time weight ) [m/(sKg)] axes: T / XZY 0.0023 weight / time [Kg/s] axes: XZ / Y 1 time / weight [s/Kg] axes: Y / XZ 1 weight / mass [Kgm/s^2] axes: XZT / Y^2 0.4762 mass / weight [s^2/(Kg*m)] axes: Y^2 / XZT 92610 With 70. point of half: clock verse dynamic solution without weight clock verse dynamic solution = perception of the color weight time = -60 space = 30 velocity = -60 acceleration = -69 mass = -69 weight force = -69 With 210. point of half: clock verse dynamic solution without weight clock verse dynamic solution = perception of the color weight time = -200 space = -110 velocity = -200 acceleration = -209 mass = -209 weight force = -209 --- Conclusion. The 1° triple color (R=G=B=100) system is an emotivity 10 m^2/s^3 with a weight 70 Kg: 70 Kg = 10 m^2/s^3. The 2° triple color (R=G=B=100) system is an emotivity 10 m^2/s^3 with a weight 210 Kg: 210 Kg = 10 m^2/s^3. The proportional unitive factor is 3. The same emotive quantity of 3° dimension is a weight 3 times bigger in the 2° case. The same color solution is a weight 3 times bigger in the 2° case. Better or not better? In the 2° case the production is 3 times the 1° case production. Like production is a better way the second. But like consume is a better way the first case. With 210 Kg the energy is a production 3 times superior but at the same time is a consume 3 times superior. Limit case. An infinitesimal weight and an infinite weight with the same 3° dimension quantities: the same movement, a coincident dynamicity. The infinitesimal case is a minimum energy consume, the infinite case is a maximum energy consume and the proportional unitive factor is an infinite square. With a neuro-current association the double system is only one system: the infinitesimal case (70 Kg) is right down point of current and the infinite case (210 Kg) is right up point of current and the infinite square proportional unitive factor (the 3) is left point of current, central reference like bidimensional plane. The reference plane and the choose of the right down or the reference plane and the choose of the right up. In a case is a soft emotivity (and it is fine if I not stay fine and it is not fine if I stay fine) and in the other case is a strong emotivity (and it is not fine if I not stay fine and it is fine if I stay fine).
27 Aug 2009	Physics Color Symmetry Transform physics input in color. Author: M P	Input Output: scheme MMM-ColorWeight2 --- Input MMM = (S1,M1) --> K1 R1 G1 B1 Input ColorWeight2 = (S2,M2,R2,K2) --> S3 M3 K3 R2 G2 B2 --- time: S1 s = S2 s space: M1 m = M2 m weight on the diagonal: K1 m/s^2 = R2 = K2 Kg weight not diagonal: K1 s^2 = R2 = K2 Kg red: R1 = R2 = K3 Kg green: G1 = G2 = S3 s blue: B1 = B2 = M3 m --- K1 m/s^2 = K3 Kg --> weight on the diagonal = red K1 s^2 = K3 Kg --> weight not diagonal = red K2 Kg = R1 --> weight = red R2 = R2 S1 = S3 M1 = M3 S2 = G2 = G1 M2 = B2 = B1 --- --- condition Input Output: R2 = R1 --- Input MMM = (S1,M1) --> K1 R1 G1 B1 Input ColorWeight2 = (S2,M2,R1,K2) --> S3 M3 K3 R1 G2 B2 --- time: S1 s = S2 s space: M1 m = M2 m weight on the diagonal: K1 m/s^2 = R1 = K2 Kg weight not diagonal: K1 s^2 = R1 = K2 Kg red: R1 = R1 = K3 Kg green: G1 = G2 = S3 s blue: B1 = B2 = M3 m --- K1 m/s^2 = K3 Kg --> weight on the diagonal = red K1 s^2 = K3 Kg --> weight not diagonal = red K2 Kg = R1 --> weight = red R1 = R1 S1 = S3 M1 = M3 S2 = G2 = G1 M2 = B2 = B1 --- input: 5+1 output: 8+1 --- --- condition Input Output: R2 = R1 & S2=S3G2 & M2=M3B2 --- Input MMM = (S1,M1) --> K1 R1 G1 B1 Input ColorWeight2 = (S2,M2,R1,K2) --> K3 R1 S2 M2 --- time: S1 s = S2 s space: M1 m = M2 m weight on the diagonal: K1 m/s^2 = R1 = K2 Kg weight not diagonal: K1 s^2 = R1 = K2 Kg red: R1 = R1 = K3 Kg green: G1 --> S2 blue: B1 --> M2 --- K1 m/s^2 = K3 Kg --> weight on the diagonal = red K1 s^2 = K3 Kg --> weight not diagonal = red K2 Kg = R1 --> weight = red R1 = R1 S1 --> S2 = G1 M1 --> M2 = B1 --- input: 5+1 output: 6+1 --- --- 5 input S1 = the time in MMM M1 = the space in MMM S2 = the time in ColorWeight2 with range 30100 M2 = the space in ColorWeight2 with range 30100 K2 = the weight in ColorWeight2 --- one R1 = the red in output in MMM R2 = the red in input in ColorWeight2 --- 6 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM S3 = the time in ColorWeight with range 100 M3 = the space in ColorWeight2 with range 100 K3 = the weight in ColorWeight2 --- 2 output S2 = the time in ColorWeight2 with range 30100 M2 = the space in ColorWeight2 with range 30100 --- two G2 = the green in output in ColorWeight2 B2 = the blue in output in ColorWeight2 --- 2 output & two --> 2 output S3 = S2 & G2 M3 = M2 & B2 --- 2 output & two --> 2 input S2 = S3 & G2 M2 = M3 & B2 --- 2 input = 2 output S2 = S3 M2 = M3 --- 8 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM S3 = the time in ColorWeight with range 100 M3 = the space in ColorWeight2 with range 100 K3 = the weight in ColorWeight2 S2 = the time in ColorWeight2 with range 30100 M2 = the space in ColorWeight2 with range 30100 --- 8 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM S3 = the time in ColorWeight with range 100 M3 = the space in ColorWeight2 with range 100 K3 = the weight in ColorWeight2 G2 = the green in output in ColorWeight2 B2 = the blue in output in ColorWeight2 --- 10 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM S3 = the time in ColorWeight with range 100 M3 = the space in ColorWeight2 with range 100 K3 = the weight in ColorWeight2 S2 = the time in ColorWeight2 with range 30100 M2 = the space in ColorWeight2 with range 30100 G2 = the green in output in ColorWeight2 B2 = the blue in output in ColorWeight2 --- 4 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM K3 = the weight in ColorWeight2 --- six S3 = the time in ColorWeight with range 100 M3 = the space in ColorWeight2 with range 100 S2 = the time in ColorWeight2 with range 30100 M2 = the space in ColorWeight2 with range 30100 G2 = the green in output in ColorWeight2 B2 = the blue in output in ColorWeight2 --- 3 input S1 = the time in MMM M1 = the space in MMM K2 = the weight in ColorWeight2 --- 3 input --> six S1 = the time in MMM --> S2 S3 M1 = the space in MMM --> M2 M3 K2 = the weight in ColorWeight2 --> G2 B2 --- 4 output K1 = the weight in MMM G1 = the green in MMM B1 = the blue in MMM K3 = the weight in ColorWeight2 --- 1 output --> 2 input K1 = the weight in MMM --> S1 M1 --- 1 input --> 3 output K2 = the weight in ColorWeight2 --> G1 B1 K3 --- 1 output = 1 input K1 = K2 the weight in MMM = the weight in ColorWeight2 --- 2 input = 3 output S1 M1 = G1 B1 K3

Comments and Ratings on M's Files			View all 1 - 5 of 1011
Updated	File	Comment by	Comments	Rating
06 Nov 2009	Static Color Movement Physics Simulation Model Author: M P	James
06 Nov 2009	MATLAB rooms KMN Color simulation of the neural instants physicity. Author: M P	James
05 Nov 2009	DoMaIn Find solutions of a 3D coincident with a 2D. Author: M P	James	pointless submission
02 Nov 2009	ColorWeight (double version) The color weight without weight. Author: M P	James
30 Oct 2009	MOV Physics Movement Author: M P	P, M	I can nothing if you don’t understand my programs. Programs are programs. Also I have friends and my friends don’t think this is non-sense. Life is a strange program and this is my Matlab page.

Top Tags Applied by M	1 - 5 of 296
half, time, space, circle, combinations

Files Tagged by M				View all 1 - 5 of 74
Updated	File	Tags	Downloads (last 30 days)	Comments	Rating
05 Nov 2009	DoMaIn Find solutions of a 3D coincident with a 2D. Author: M P	physics, 360°, horizontal, circle, model, mind	16	1	1.0 1.0 \| 1 rating
30 Aug 2009	Six Circular Programs Circle: seconds and degrees. Author: M P	hours, zero, circle, 360°, degrees, area	21	0	1.0 1.0 \| 2 ratings
29 Aug 2009	Sin Cos 01 Find the zero and one degree values. Author: M P	positive, 360°, zero, circle, sqrt22, degrees	27	2	1.0 1.0 \| 1 rating
28 Aug 2009	The Four Zero System Circle: the 50.5 business. Author: M P	360°, zero, circle, degrees, point, system	23	3	1.0 1.0 \| 1 rating
23 Aug 2009	Physics Color Symmetry Transform physics input in color. Author: M P	physics, rgb, frequency, emotivity, matrix, model	23	3	1.0 1.0 \| 1 rating

MATLAB Central Terms of Use

NOTICE: Any content you submit to MATLAB Central, including personal information, is not subject to the protections which may be afforded information collected under other sections of The MathWorks, Inc. Web site. You are entirely responsible for all content that you upload, post, e-mail, transmit or otherwise make available via MATLAB Central. The MathWorks does not control the content posted by visitors to MATLAB Central and, does not guarantee the accuracy, integrity, or quality of such content. Under no circumstances will The MathWorks be liable in any way for any content not authored by The MathWorks, or any loss or damage of any kind incurred as a result of the use of any content posted, e-mailed, transmitted or otherwise made available via MATLAB Central. Read the complete Terms prior to use.