Talk:Acyclic space

HOLDING TO THIS NOTION OF A BOUNDARY WHICH ENSHRINES CYCLIC INFORMATION:A STUDY IS AT PRESENT BEING PREPARED FOR VERIFICATION BASED UPON A CASE OF A HYPERBOLIC ALGEBRA WHICH ARGUES A PIECE OF TRANSITIVE INFORMATION IN GEOM FORM OUTPUTS A KNOWN CELESTIAL CIRCLE IE A PERIOD.THE VERIFICATION IS NOT UNLIKELY IN VIEW OF AN ORIGINAL CONFIRMATION FROM THE JOURNAL OF TOPOLOGY IN 2008 ASSOCIATED WITH MANIFOLDS(INFORMATION CONTAINED IN ENCLOSED LINES) WITH THE CONSERVATION OF HYPERBOLIC INTEGRITY IN VIEW. THIS APPROACH FOLLOWED THE RECOGNITION OF AN EARLIER QUESTION IN A BOOK BY SIR ROGER PENROSE AND THE OPENING OF THE NEW JOURNAL AT ST GILES OXON UK IN 2008.FOLLOWING THE ARCHIVED CLAIM OF RUSSIAN GRIGORI PERELMAN RE SOLUTION TO POINCARES CONJECTURE.I CLAIMED THEN TO HAVE UNDERTAKEN PRIVATELY THE NOTION OF LARGE SCALE GEOM CONSTRUCTIONS(CIRCULAR HARMONICS) WITHIN A TRANSFINITE SIZED ELIPSE WITH A PROOF OF A LINE WHICH RETAINED ITS PRO RATA LENGTH GIVEN ANY SIZE OF ELIPSE WITH THE SAME CONSTRUCTION A PRIORI. RATHER FUNDAMENTAL BUT HOW WOULD A LARGER ARENA OF EDUCATED READERS EVER COME TO GRIPS WITH THE NOTION OF BEING CERTAIN ABOUT ONES BASIS FOR ABSTRACT REASONING?

REFERENCES TO PREVIOUS LARGE TYPE EXPLANATION FOR ACYCLIC NATURE
The journal of topology oxon aforementioned has since been able to publish data re the breakthroughs in hyperbolic reasoning The associative reasoning methods are demed more appropriate since these initial OpeningDay experiences. Dr Ulrick accepted that there would be a future like myself to which one may now refer with confidence. Note well the following articles published92012)5(1):81-136.DOI:10.1112/topol/jtr028 FirstPublished on line january24,2012 entitled; '4-free groups and hyperbolic geometry' Authors: Marc Culler PeterB Shalen 2010Mathematics SubjectClassification 57M50. Originally received Oct0ber 5 2009. ALSO as relevant to 2009 and 2010 well after the previous talk page isue was being outlined to/with DrUlrick the Oxon Journal ie the new manager oversighting at StGilesOxonMeeting for New journal articles we now have:- 'Volumn entropy for surface groups via Bowen-Series-like maps' Author,Jerome Los 2010 Maths SubjectClassification 57M07(PRIMARY),37B10,37B40,37e109secondary).Received july22,2010.Revision received October1-2012. This latter article was first published on line:August4,2013. In2013 LMS LondonMathematical Society accepted these as history. Finally with respect to the associative reasoning for the subject of tortion the article entitled 'Higherdimensional Reidemeister torsion invariants for cusped hyperbolic 3-manifolds' Authors:-PereMental-Ferrer and Joan Porti had been supported by the Spanish Micinn and CatalanAGAUR ie by grants for both. The second author received a prize ie.from the Generalitat de Catalunya. SubjectClassification, 2010 57M27,57M50(primary),53C99(secondary) Received by the oxon journal Jan10,2012 Revision receivedNov4,2012.////                                                                                                   Thus associative reasoning has taken over the more fundamental technical references to transfinite geometric constructions to understand how circular generation and hyperbolic integrity can work to convince us of hyperbolic conservation as a distinct subject(OxonUniv.ComputorSocietyhistory).///                                                                                                                  It is another historical point that in 1995 NASA closed a grant based study which did indeed cover several geometric space limits and the fifth type being harmonic with Relativity would surely have covered this type of(I claim original consultancy org effort)admission to DrUlrick ie the statement re questionable nature of hyperbolic continuity geom in 'RoadToReality' earlier than 2008 was already a public reference book for higher education. CLOSING REFERENCE C941(A128)for talkpage purposes. jtopo.oxfordjournals.org/content/2015 copy taken — Preceding unsigned comment added by Charles941 (talk • contribs) 10:44, 4 November 2015 (UTC)