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I wasn't. Now I am. I will not be someday. That is ok. Please Go to my redbubble site to get prints and Iphone/Ipad cases, Pillows, Totebags and Tshirts! Thanks and have a great day! www.redbubble.com/people/sidic… |
Julia raised dragon
:origin()/pre00/345e/th/pre/i/2014/203/e/9/julia_raised_dragon_by_sidicusmaximus-d7rvazh.png)
1 Comment
Newest Deviations
:origin()/pre00/8664/th/pre/i/2015/228/6/7/fractal_ribbons_of_color_by_sidicusmaximus-d95vor1.png)
Fractal Ribbons Of Color
SidicusMaximus
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:origin()/pre00/2bac/th/pre/i/2015/066/0/c/infa_tri_wall_of_color_by_sidicusmaximus-d8ksjda.png)
Infa Tri Wall of Color
SidicusMaximus
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:origin()/pre00/1766/th/pre/i/2015/053/e/2/tricircled_by_sidicusmaximus-d8j54ug.png)
Tricircled
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:origin()/pre00/552c/th/pre/f/2015/036/8/7/crossseemless_by_sidicusmaximus-d8guuy3.png)
Cross seemless fractal
SidicusMaximus
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:origin()/pre00/3507/th/pre/i/2015/035/d/c/fractal_sand_dragon_skin_by_sidicusmaximus-d8gq2z1.png)
Fractal Sand Dragon Skin
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Sand Coils
SidicusMaximus
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:origin()/pre00/9b1e/th/pre/i/2014/279/b/c/turn_of_phase_by_sidicusmaximus-d81vinz.png)
Turn of phase
SidicusMaximus
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:origin()/pre00/f22a/th/pre/i/2014/255/8/4/red_hot_triangle_goodness_by_sidicusmaximus-d7yws7x.png)
Red Hot Triangle Goodness
SidicusMaximus
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3
:origin()/pre00/9fd2/th/pre/i/2014/253/9/d/a_turn_of_phrase_by_sidicusmaximus-d7yqy4b.png)
A Turn of Phrase
SidicusMaximus
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:origin()/pre00/12d1/th/pre/i/2014/252/4/9/s_wirl__by_sidicusmaximus-d7yjrco.png)
S(wirl)
SidicusMaximus
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:origin()/pre00/733c/th/pre/i/2014/251/c/f/rbgdragon_by_sidicusmaximus-d7yissi.png)
Rbgdragon
SidicusMaximus
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:origin()/pre00/24d4/th/pre/i/2014/240/8/e/silver_gravity_by_sidicusmaximus-d7wz55v.png)
Silver Gravity
SidicusMaximus
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:origin()/pre00/4d26/th/pre/i/2014/239/0/5/connected_disconnection_cave_by_sidicusmaximus-d7wxuxm.png)
Connected Disconnection Cave
SidicusMaximus
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:origin()/pre00/8b65/th/pre/i/2014/235/3/b/fall_fractal_by_sidicusmaximus-d7wfqt9.png)
Fall fractal
SidicusMaximus
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:origin()/pre00/6213/th/pre/i/2014/234/4/d/silver_lines_by_sidicusmaximus-d7w86zz.png)
Silver Lines
SidicusMaximus
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:origin()/pre00/dabd/th/pre/i/2014/233/6/5/ripple_in_ripples_of_ripples_by_sidicusmaximus-d7w50d2.png)
Ripple in ripples of Ripples
SidicusMaximus
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Activity
deviantID
SidicusMaximus
Sid
Artist | Hobbyist | Digital Art
Artist | Hobbyist | Digital Art
United States
Ok, if z(s)= 1+1/(2^s)+1/(3^s)+1/(4^s)+1/(5^s)+1/(6^s)+1/(7^s)+1/(8^s)+...
then if s=-1 then z(-1)=1+2+3+4+5+6+7+8... now you may know that this in the end all equals -(1/12) but im not interested in that in this entry.
and if s=-2 then z(-2)=1+4+9+46+25+36+49+64
Now the difference between each of these numbers are as follows: 3,5,7,9,11,13,15...
Notice that the difference between THOSE sets of number is this: 2,2,2,2,2,2,2,2....
Interesting. I wonder what would happen if i did z(-3)=1+8+27+64+125+216+343+512....
and Thus that would mean that the difference between those number is: 7,19,37,61,91,2127,169,217....
I notice that the next differentiation is not "3" apart to my disappointment and is: 12,18,24,30,36,42,48,54....
But wait... If i do it one more time i get: 6,6,6,6,6,6,6....
Well I am not really sure what this means at this point but I know it has to have a meaning right?
What about z(-4)=1+16+81+256+625+1296+2401+4096.....
Diff level one: 15 65 175 369 671 1105 1695 2465
Diff level two: 50 110 194 302 434 590 770 974
diff level three: 60 84 108 132 156 180 204 228
Diff level four: 24 24 24 24 24 24 24 24
! I see a pattern emerging. For every whole negative s of the zeta function the s'th difference will be a constant.
I wonder if the constants have a pattern?:
2,6,24,120,720,5040,40320,362880,3628800.....
This does have a recurrence relationship of a(n+1) = (n+2)a(n) when n>1.
You may ask yourself "so what?" and to that I would say... "idk but its interesting"
then if s=-1 then z(-1)=1+2+3+4+5+6+7+8... now you may know that this in the end all equals -(1/12) but im not interested in that in this entry.
and if s=-2 then z(-2)=1+4+9+46+25+36+49+64
Now the difference between each of these numbers are as follows: 3,5,7,9,11,13,15...
Notice that the difference between THOSE sets of number is this: 2,2,2,2,2,2,2,2....
Interesting. I wonder what would happen if i did z(-3)=1+8+27+64+125+216+343+512....
and Thus that would mean that the difference between those number is: 7,19,37,61,91,2127,169,217....
I notice that the next differentiation is not "3" apart to my disappointment and is: 12,18,24,30,36,42,48,54....
But wait... If i do it one more time i get: 6,6,6,6,6,6,6....
Well I am not really sure what this means at this point but I know it has to have a meaning right?
What about z(-4)=1+16+81+256+625+1296+2401+4096.....
Diff level one: 15 65 175 369 671 1105 1695 2465
Diff level two: 50 110 194 302 434 590 770 974
diff level three: 60 84 108 132 156 180 204 228
Diff level four: 24 24 24 24 24 24 24 24
! I see a pattern emerging. For every whole negative s of the zeta function the s'th difference will be a constant.
I wonder if the constants have a pattern?:
2,6,24,120,720,5040,40320,362880,3628800.....
This does have a recurrence relationship of a(n+1) = (n+2)a(n) when n>1.
You may ask yourself "so what?" and to that I would say... "idk but its interesting"
Comments
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Hello! 
You are following my old account so thought I'd let you know that this is my new one. A fresh start, with only my best posted! ^^ And if you want to see everything I do, I post all on Tsu (.com/mandelsage)
Cheers!
You are following my old account so thought I'd let you know that this is my new one. A fresh start, with only my best posted! ^^ And if you want to see everything I do, I post all on Tsu (.com/mandelsage)Cheers!
