DIRECT LINK ;

http://soundofstars.org/finchconstants/optimalescapepaths.pdf

A FEW OTHER SELECT PAPERS

ESCAPE PATHS - {DETERMINING}, Re: EXTREME IMPORTANCE - ALL MEMBERS

"Did you know XXXX was attacked by US academe, and he had to get his work published elsewhere, and the French at inria helped him."

"....check out XXXX XXXXX's mathematical constants--there's mention of a higher dimensional Feigenbaum like bifurcation accelerator constant at something like 29.57 not far above 29.342......."

Now, when I tried to find some of XXXXX's work I found a number of routes had been blocked off, I mentioned this to my colleague and he said ;

"Your access experience may reflect the difficulty. We are in a race with time and a war on truth and good information. Try some other keywords, let me know if you need more aid. "

My associate then forwarded quotes to me posted by XXXXX ;

* In October 2002, a former employer demanded that this website be shut down, and I had no choice but to comply (draft notes here & here). I am grateful to Cambridge University Press and to INRIA Rocquencourt for patiently seeing me through a difficult time (up to June 2003).

So, what sort of employer would try to shut XXXXX down from simply posting math and science papers to the internet?

http://www.people.fas.harvard.edu/~sfinch/csolve/opt.pdf
http://www.people.fas.harvard.edu/~sfinch/

From: Doc Stars <doc_starz@yahoo.com>
Subject: [ S.O.S. : --> ] OPTIMAL ESCAPE PATHS - Re: EXTREME IMPORTANCE - ALL MEMBERS
To: sound_of_stars@yahoogroups.com
Received: Thursday, March 17, 2011, 11:43 AM

People.... do you remember I sent this to you many months ago and I asked you to save this?

If you have not as yet, please do so now.... what ever happens this upcoming year, what ever group you find yourself among, if you cannot understand the math herein, present this to someone in your 'tribe' that does... and may it help keep you safe!

PRINT IT OUT !

--- On Thu, 5/13/10, Doc Stars <doc_starz@yahoo.com> wrote:

From: Doc Stars <doc_starz@yahoo.com>
Subject: EXTREME IMPORTANCE - ALL MEMBERS
To: the_sound_of_stars@yahoogroups.com
Received: Thursday, May 13, 2010, 12:33 AM

EXTREME IMPORTANCE - ALL MEMBERS

This email should be saved by you.

Keep it safe, chances are you will need this information (seriously) within the next two years. Print a copy of the 'Optimal Escape' paper out. Keep that safe, make copies of it.

I realize that not all of you have the math acumen to understand everything thats in this, but dont worry about that. Read and try to grasp as much as you can from these contents.

Chances are good that at some point in the next 2 years, within your own local micro-cosm of reality you WILL run into someone, somewhere, somehow that CAN understand all the math. Share this paper with them, get them to help you in what ever situation you find yourself in, together your chances of survival, adaptability, and your chances of thriving and finding suitable comfort in life will go UP, and thats very important to me.

I realize all this probably sounds somewhat cryptic, but I dont have the time, energy, etc, to go into this further beyond this email, at this time. So Im asking you to consider what Im saying and to take minimal steps on your end to make sure you secure this information for yourself, take this all with a grain of salt but I ask you to at least make sure you have this in your repertoire.

Some simple, partial back ground notes on what is about to follow.

I have a number of associates, who are very close to me, part of my own inner circle. They are doing what they can to do their part to make a difference in the world and to help humanity ... some of these individuals are what might be best described as 'rogue scientists', 'rogue mathematicians'. Many of them are somewhat 'off the grid', and they often live somewhat challenging lives, but they care less for recognition, riches, peer acceptance, social approval, and they care very much about listening to and following their conscience.... c'est la vie... its how it is..... I love these comrades at arms to pieces and admire their pluck and heartfullness.

We do our best as we can, with limited resources, to communicate and to collaborate, we feel it is our higer calling and duty to do so.

Often when our inner circle members 'get noticed', they tend to get smacked down and rubbed out for their efforts, especially when they are working in some sort of publicly funded avenue. Such as formal academia, government, big business. In my opinion, all three of these channels frown heavily on we, as a species, actualizing, individuating, transcending, and solving our most important problems and issues as a race. So when some bright boy or girl in the hallowed halls of public academia attempts to release something, some new discovery that promises healthy evolution of consciousness, freedom and balance for humanity and not simply control or profiteering, it tends to end like this ;

This is one of the reasons WHY, I decided to NOT go through avenues such as formal academia, big biz, etc... because I already knew what traps lied in wait for me and I chose instead to go direct to the public, in the hopes that once the grass roots became aware of this technology, the cat would then be out of the bag and it would be impossible for it to get 'lost' or 'hijacked' or delayed forever behind malicious bureaucratic (fake) reviews. I figured if you, the grass roots, the good people of true conscience became aware of my work and felt it had value and truth, then you would carry me on your shoulders as one of your banners of spirit in your march towards your own liberation and freedom

Recently, one of my comrades, who I appreciate, respect and admire greatly, sent me a heads up on some important developments related to Math Constants. Do not let this throw you if you are not "into" math, persist here... it is important.

Here are some comments from my colleague ;

"Did you know Finch was attacked by US academe, and he had to get his work published elsewhere, and the French at inria helped him."

And ;

"....check out Steve Finch's mathematical constants--there's mention of a higher dimensional Feigenbaum like bifurcation accelerator constant at something like 29.57 not far above 29.342......."

Now, when I tried to find some of Finches work I found a number of routes had been blocked off, I mentioned this to my colleage and he said ;

"Your access experience may reflect the difficulty. We are in a race with time and a war on truth and good information. Try some other keywords, let me know if you need more aid. "

My associate then forwarded quotes to me posted by Finch ;

So, what sort of employer would try to shut Finch down from simply posting math and science papers to the internet?

And why?

Well, once you see some of what Finch was making available to the GENERAL PUBLIC

its not to tough to see why a

TOTALITARIAN, TYRANICAL, DESPOTIC, BIG BROTHER, MENTALITY

Might not like what Finch was trying to teach people about.... think about this,

If you were the leader of a country that was trying to in a sneaky and creepy way. pursuade, convince, bully your population into accepting a 'police state' with no real liberties or freedoms, would you really want your population to read about, understand, or (shudder) heaven forbid, APPLY real world principles such as those found in the Finch papers such as ;

"Optimal Escape Paths"

Steven Finch

May 30, 2005

A summary of Bellman’s "Lost in a Forest" problem appears in [1]. Certain allied

constants are described in [2, 3] and research is ongoing [4, 5, 6]. We will focus on

just one facet of the problem for now, namely the following:

"A hiker is lost in a forest whose shape is known to be a half-plane.

What is the best path for him to follow to escape from the forest? "

This is equivalent to:

"A swimmer is lost in a dense fog at sea, and she knows that the shore is a line.

What is the best path for her to follow to search for the shore?"

http://algo.inria.fr/csolve/opt.pdf

http://algo.inria.fr/bsolve/

https://web.archive.org/web/20160405020828/http://www.people.fas.harvard.edu/~sfinch/

Mathematical Constants

by Steven R. Finch

Dedicated to the memory of Philippe Flajolet

My website is smaller than it once was. Please visit again, however, since new materials will continue to appear occasionally. *

My book Mathematical Constants is available for online purchase from Cambridge University Press. It is far more encompassing and detailed than my website ever was. It is also lovingly edited and beautifully produced - many thanks to Cambridge! - please support us in our publishing venture. Thank you. (If you wish, see several very kind reviews. You can also search the book via Amazon and Google by keyword.)

Here are errata and addenda to the book (last updated 1/22/2016), as well sample essays from the book about integer compositions, optimal stopping and Reuleaux triangles. Here also are recent supplementary materials, organized by topic:

Number Theory and Combinatorics

· Bipartite, k-colorable and k-colored graphs (6/5/2003)

· Transitive relations, topologies and partial orders (6/5/2003)

· Series-parallel networks (7/7/2003)

· Two asymptotic series (12/10/2003)

· Multiples and divisors (1/27/2004)

· Discrepancy and uniformity (2/19/2004)

· Unitarism and infinitarism (2/25/2004)

· Erdös' minimum overlap problem (7/2/2004)

· Planar graph growth constants (8/25/2004)

· Tauberian constants (8/30/2004)

· Integer partitions (9/22/2004)

· Class number theory (5/26/2005)

· Quadratic Dirichlet L-series (7/15/2005)

· Elliptic curves over Q (10/10/2005)

· Modular forms on SL₂(Z) (12/28/2005)

· Chebyshev's bias (4/26/2006)

· Pattern-avoiding permutations (4/27/2006)

· Cyclic group orders (4/28/2006)

· Dedekind eta products (1/10/2007)

· Series involving arithmetic functions (1/24/2007)

· Riemann zeta moments (3/22/2007)

· Central binomial coefficients (3/28/2007)

· Fractional parts of Bernoulli numbers (4/10/2007)

· Products of consecutive-integer ratios (4/19/2007)

· Prime number theorem (4/27/2007)

· Mertens' formula (5/4/2007)

· Cyclotomic polynomials (3/31/2008)

· Minkowski-Alkauskas constant (5/6/2008)

· Two-colorings of positive integers (5/27/2008)

· Signum equations and extremal coefficients (2/7/2009)

· Monoids of natural numbers (3/17/2009)

· Primitive cusp forms (4/27/2009)

· Cubic and quartic characters (6/5/2009)

· Distribution of error terms (9/9/2009)

· Cilleruelo’s LCM constants (10/16/2013)

· Amicable pairs and aliquot sequences (10/31/2013)

· Fermat numbers and elite primes (11/12/2013)

· Average least nonresidues (12/4/2013)

· Apollonian circles with integer curvatures (1/3/2014)

· Molteni's composition constant (2/5/2014)

· Boolean decision functions (4/22/2015)

· Map asymptotics constant (4/25/2015)

· Injections, surjections and more (5/7/2015)

Inequalities and Approximation

· Hardy-Littlewood maximal inequalities (10/12/2003)

· Bessel function zeroes (10/23/2003)

· Nash's inequality (11/4/2003)

· Uncertainty inequalities (11/7/2003)

· Airy function zeroes (7/19/2004)

· Projections of minimal norm (11/30/2004)

· Bohr's inequality (12/5/2004)

· Moduli of continuity (12/22/2004)

· Quinn-Rand-Strogatz constant (4/27/2008)

· Tsirelson's constant (8/19/2008)

· Mathieu eigenvalues (10/7/2008)

· Thomas-Fermi model (10/15/2008)

· Prandtl-Blasius flow (11/12/2008)

· Lane-Ritter-Emden constants (11/30/2008)

· Radiative transfer equations (12/30/2008)

· Carleman’s inequality (12/17/2013)

· Golay-Littlewood problem (3/5/2014)

· Online matching coins (3/7/2014)

· Toothpicks and live cells (7/21/2015)

· Virial coefficients (1/29/2016)

· Strong triangle inequality (2/8/2016)

Real and Complex Analysis

· Radii in geometric function theory (1/5/2004)

· Numerical radii of linear operators (4/5/2005)

· Coefficient estimates for univalent functions (12/15/2004)

· Planar harmonic mappings (3/29/2005)

· Constant of interpolation (4/5/2005)

· Dirichlet integral (5/15/2008)

· Brachistochrone problem (12/17/2008)

· Dyadic UMD constants (3/24/2009)

· Power series with restricted coefficients (2/19/2014)

· Hankel and Toeplitz determinants (3/17/2014)

· Gol'dberg's zero-one constants (5/21/2014)

· Electrical capacitance (8/25/2014)

· Aissen’s convex set function (9/29/2014)

· Condition numbers of matrices (1/6/2015)

· Goddard’s rocket problem (6/12/2015)

· Swing-up control of a pendulum (7/16/2015)

· Zermelo’s navigation problem (3/1/2016)

Probability and Stochastic Processes

· Hammersley's path process (4/5/2004)

· Moments of sums (4/23/2004)

· Ornstein-Uhlenbeck process (5/15/2004)

· Zero crossings (5/19/2004)

· Variants of Brownian motion (6/12/2004)

· Shapes of binary trees (6/24/2004)

· Expected lifetimes and inradii (2/23/2005)

· Subcritical Galton-Watson trees (3/1/2007)

· Continued fraction transformation (5/23/2007)

· Continued fraction transformation. II (6/15/2007)

· Continued fraction transformation. III (7/1/2007)

· Continued fraction transformation. IV (7/18/2007)

· Lyapunov exponents (11/19/2007)

· Lyapunov exponents. II (11/20/2007)

· Lyapunov exponents. III (11/21/2007)

· Lyapunov exponents. IV (3/18/2008)

· Stars and watermelons (4/26/2008)

· Prophet inequalities (5/9/2008)

· Excursion durations (5/12/2008)

· Gambler's ruin (6/19/2008)

· Self-convolutions (3/2/2009)

· Newcomb-Benford law (8/17/2011)

· Electing a leader (12/18/2013)

· Substitution dynamics (1/23/2014)

· Biham-Middleton-Levine traffic (2/18/2014)

· Contact processes (1/23/2015)

· Interpolating between max and sum (4/28/2015)

· Mixing time of Markov chains (8/4/2015)

· Correlated products (1/5/2016)

Geometry and Topology

· Knots, links and tangles (8/8/2003)

· Convex lattice polygons (12/18/2003)

· Volumes of hyperbolic 3-manifolds (9/5/2004)

· Poisson-Voronoi tessellations (3/11/2005)

· Optimal escape paths (5/30/2005)

· Minkowski-Siegel mass constants (1/9/2005)

· Slicing problem (4/5/2005)

· Constant of Theodorus (4/9/2005)

· Nearest-neighbor graphs (4/25/2008)

· Random triangles (1/21/2010)

· Random triangles. II (2/9/2010)

· Random triangles. III (4/30/2010)

· Random triangles. IV (5/14/2010)

· Random triangles. V (12/22/2010)

· Random triangles. VI (1/7/2011)

· Colliding dice probabilities (7/29/2011)

· Gergonne-Schwarz surface (4/12/2013)

· Partitioning problem (5/3/2013)

· Soap film experiments (6/5/2013)

· Inflating an inelastic membrane (8/15/2013)

· Enumerative geometry (2/24/2014)

· Distance-avoiding sets in the plane (3/18/2014)

· Fraenkel asymmetry (4/1/2014)

Here are several favorite links: Mathematical Constants and Computation (by X. Gourdon & P. Sebah), MathWorld Constants (by E. Weisstein at Wolfram Research), the Inverse Symbolic Calculator (originally by S. Plouffe & the Borwein brothers), and the On-Line Encyclopedia of Integer Sequences (by N. Sloane).

Here finally is contact information for me. I appreciate your interest!

* In October 2002, an ex-employer demanded that this website (formerly at INRIA) be shut down, and I had no choice but to comply (lapsed links here & here). I am grateful to Cambridge University Press for patiently seeing me through a difficult time (up to June 2003).

http://en.wikipedia.org/wiki/Hypatia

( And btw, it was NOT a Christian mob who killed Hypatia, but rather satanic murderers pretending to be Christian, much like our North American leaders of today).

SOME MEME FAVES

http://soundofstars.org/memesfaceb.html