"polynomial" poems
To smile at the carnation,
So gallantly growing,
At peace with this world.
In silence...
I tune in a short conversation
Between minds and bodies -
Incredibly cold.
My heart has surrendered
To nightingale's song.
I dream of Rhode Island...
I'm leaving! So long!
The winds of Sonora,
My nannies and friends.
My love for Evora -
My tears know no end.
The shadows of Mordor,
With sunrise they fade.
Grace, Kindness and Splendour:
Three Buddhas in jade.
I feed roastede pidgeone
To poor ryebread crumbs.
Avoiding curmudgeons,
I'm playing professional dumb.
Caressing the grass-blades,
I live in a drop.
Arcadian arcade:
There, God has no job.
In hurting the Nature
We drain our souls.
Let’s all at once cease
Being ignorant ghouls.
...To stroke the carnation,
To gently kiss buds.
To eat simple meals
Like lentils and spuds.
To carry some water,
To chop down some trees.
To stop feeling rotten.
My soul is at peace.
The time is forever,
The purpose is now.
No “when” and no “where”,
No “why” and no “how”.
The light effervescent,
The sound circumaural,
The hearts ever-pleasant,
The dreams polynomial.
...Collapsing eternity,
Upheaving humanity,
Rock-bottom fraternity,
Defying the gravity.
Creative destruction
Is staunchly forbidding.
The wisdom of ancients
Is widely-misleading.
Depleting our anger
Is key to survival.
Harnessing the hunger,
Improptu revival.
Combustion of senses,
Precarious laughter.
Incurable sepsis,
Delirious canter.
Regrets are forgotten,
Bright days are all-cherished.
Let’s live unbegotten
Until we all perish.
13.06.2012
Jun 17, 2012
Jun 17, 2012 at 8:13 AM UTC
Fate, the explanation for many circumstances
The reason we meet our love,
The thing that made us succeed or fail.
Such adored is this word.
Only to ponder and figure
It is only a complex equation.
An unknown set of variables
Making the possibilities for every event.
Just one variable may cancel another
Most of the variables may be overlooked or just ignored.
Just do the algorithm and see what it means,
You will see how the other side of the equation might be imaginary
The constant will always remain in the formula
So which variable is the one
That when summed makes the equation a true statement?
The one variable that makes it all right?
When will this variable be revealed?
When will the solution be in the palm of my hands?
How many variables must I remove from this equation,
To find the one that matters?
When you look at it I may be a simple algebraic equation,
Or it may be a complex duodecimal polynomial.
I'm not going to give up solving it,
But I'm getting a headache from it and I love math!
Jan 8, 2013
Jan 8, 2013 at 10:30 PM UTC
There is truth in
the fleeting beauty
of the shadows of trees.
Only your light swims
polynomial arcs, leaves
in the sea of air
exhaled by winter.
Glimpses only the weight
of your branches can unfold
and loves only the
paths of our soul have foretold.
Jun 4, 2015
Jun 4, 2015 at 6:44 AM UTC
Love is a Waldorf.
A Graham or an Ackermann? Nope,
won’t suffice.
Fortuitous interactions led me here.
The crest of Eebs, the sphere.
A polynomial function is infinitely
differentiable.
It carries many names, and many tools.
analyze it and again and again
Each derivative kills information.
Eventually we all go to zero.
Enjoy it while you can,
speaks the radio man man man STOP RHYMING
The rhyme scheme will further
our demise
destruction
is
imminent
at least I had waldorf
reduction
to
nothing.
at least I got chicken.
Feb 3, 2015
Feb 3, 2015 at 6:58 PM UTC
Learn Advanced Math! Lines to Polygons
Curves, Circles, Angles to Polyhedrons
Challenge yourself with Algebraic Expression
Solve Polynomials & Linear Equations
Do Sampling Techniques, compute Data’s Central Tendency
Test their Correlations & Probability
Study Linear Function by f(x) = mx + b
And Quadratic Function by f(x) = ax2 + bx + c
There are also functions that are Polynomial
Periodic, Logarithmic & Exponential!
-09/04/2016
(Dumarao)
*GEN Poems
Sep 27, 2019
Sep 27, 2019 at 10:53 PM UTC
0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89,144,233,377,610,987, 1597, 2584, 4181, 6765, 10946, 17711, 28657, 46368, 75025, 121393, 196418, 317811, 514229, ...
The numbers keep getting bigger, time keeps passing, and I get closer to death. I need a faster way to find the nth fibonacci number, or I will starve to death. I will use dynamic programming to find the nth fibonacci number in O(n) time.
public class fibonacci {
static int fib(int n)
{
int f[] = new int[n + 2];
int i;
f[0] = 0;
f[1] = 1;
for (i = 2; i <= n; i++) {
f[i] = f[i - 1] + f[i - 2];
}
return f[n];
}
I have now found the nth fibonacci number in O(n) time. This represents the fact that if we put our minds to it, we can overcome any obstacle in our way. However, this dynamic programming uses O(n) space, and could be improved to O(1) space. This represents the fact that there is no such thing as perfection, and honing our skills is a lifelong process. However, since I found a polynomial time solution to this problem, I won't starve to death before finding the 10000th fibonacci sequence. This is good, because it represents the fact that African children won't go hungry anymore.
Oct 2, 2023
Oct 2, 2023 at 5:58 PM UTC