121. Conjectural Navel Gazing; Jesus In Lint Form Don t lose any opportunity, however small, of being gentle toward everyone.Don t rely on your own efforts to succeed in your various undertakings, http://www.anglobaptist.org/blog/

conjectural navel gazing; jesus in lint form Don't lose any opportunity, however small, of being gentle toward everyone. Don't rely on your own efforts to succeed in your various undertakings, but only on God's help. Then rest in his care of you, confident that he will do what is best for you, provided that you will, for your part, work diligently but gently. I say "gently" because a tense diligence is harmful both to our heart and to our task and is not really diligence, but rather over eagerness and anxiety...I recommend you to God's mercy. I beg him, through that same mercy, to fill you with his love. - Francis de Sales home gallery forum faq September 16, 2005 again from pause cafe Hey y'all. I hope this find you well. I have been a busy boy lately. Catering, laying pavers for a sidewalk, building a fence...you know,the usual pastoral enterprises...have kept me hopping. I actually do need to get cracking on a few things. I have a project I am heading up for the Disseminary. Then there are yet more applications I am filling out. There is an interview on Monday for a position at a local street ministry that could be good. I also have been told that another grant has been submitted at the hospital. I knew this was going to be a possibility but did not want to say anything until I knew for certain. It is for another year-long position, but the focus would be trauma and disaster work. Oh, yeah, I am still in Chicago. I never made it down to NO or any of the other gulf area towns that need so much help right now. Sadly, my own "unemployment" means that I cannot leave Trish to shoulder the rent alone. I have to work. Volunteering for three weeks is not possible right now.

122. Midwest Conservative Journal Midwest Conservative Journal. Webster Groves, Missouri Copyright 2004, byChristopher S. Johnson. username password. SUPPORT THE MCJ! Buy MCJ stuff http://mcj.bloghorn.com/1191

Midwest Conservative Journal Webster Groves, Missouri username: password: SUPPORT THE MCJ! Buy MCJ stuff E-mail the Editor Syndicate the MCJ ... Meryl Yourish Recent Comments: Ed the Roman Boast not thyself of tomorrow, for thou knowest not what a day may bring forth. David Loving Great! ern Unfortunate words, indeed! Janjan Bwaha! Now I have to clean up the coffee all over my monitor! Peter C. It sounds like the EU is trying to finish what Hitler and Napoleon never could. var uid='1191'; DIVORCE PAPERS? If this Times of London report is accurate, the Lambeth Commission has basically dropped the hammer on ECUSA: The ordination of openly gay bishops in the Anglican Church is to be outlawed under controversial new proposals to be published next week to save the Church from schism. Anglican provinces are to be told they must sign an unbreakable unity agreement which would prevent dioceses and provinces from ever ordaining gay bishops such as Gene Robinson in the US again. A new "star chamber" will be set up to adjudicate when provinces are accused of breaking the agreement. If deemed to have done so, they will in effect be suspended from membership of the Anglican Communion until they come back into line.

123. [math/0306230] On The Characteristic And Deformation Varieties Of A Knot Mathematics, abstract math.GT/0306230. From Stavros Garoufalidis view emailDate Sun, 15 Jun 2003 171251 GMT (16kb) Date (revised v2) Tue, http://arxiv.org/abs/math/0306230

Mathematics, abstract math.GT/0306230 From: Stavros Garoufalidis [ view email ] Date ( ): Sun, 15 Jun 2003 17:12:51 GMT (16kb) Date (revised ): Tue, 28 Oct 2003 15:04:02 GMT (22kb) Date (revised ): Mon, 15 Dec 2003 17:36:45 GMT (22kb) Date (revised v4): Mon, 20 Sep 2004 21:43:10 GMT (24kb) On the characteristic and deformation varieties of a knot Authors: Stavros Garoufalidis Comments: Published by Geometry and Topology Monographs at this http URL Subj-class: Geometric Topology; Quantum Algebra MSC-class: Journal-ref: Geom. Topol. Monogr. 7 (2004) 291-309 The colored Jones function of a knot is a sequence of Laurent polynomials in one variable, whose n-th term is the Jones polynomial of the knot colored with the n-dimensional irreducible representation of SL(2). It was recently shown by TTQ Le and the author that the colored Jones function of a knot is q-holonomic, ie, that it satisfies a nontrivial linear recursion relation with appropriate coefficients. Using holonomicity, we introduce a geometric invariant of a knot: the characteristic variety, an affine 1-dimensional variety in C^2. We then compare it with the character variety of SL_2(C) representations, viewed from the boundary. The comparison is stated as a conjecture which we verify (by a direct computation) in the case of the trefoil and figure eight knots. We also propose a geometric relation between the peripheral subgroup of the knot group, and basic operators that act on the colored Jones function. We also define a noncommutative version (the so-called noncommutative A-polynomial) of the characteristic variety of a knot.

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