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^"Life is a love affair, it^

Posted on October 16, 2011 by Kenneth Udut Leave a comment

^"Life is a love affair, it is poetry, it is music." -OSHO^

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Stay open. Be there for ups and downs. If she continues to spontaneously KEEP YOU in the loop about her life, damn, you’re doing good. Everybody’s got to live their ups and downs. We all did, so does she. This is an up. She’s not sneaking around you, hiding from you, I mean that’s all in all amazing and I hope you continue to enjoy that kind of relationship.
We raised boars a few times for meat. Two at a time, automatic watering thing and everything. But the cost to do it ourselves worked out to 99 cent/lb (we butchered ourselves, which was a bloody mess but kind of fun – my arm’s still sore thinking about cranking the meat grinder) and after 3/4 pairs of hogs to raise, slaughter and eat… I figured out it equated to the sale price of pork, so meh.
For any difficult math that’s way beyond me, I try to relate _in some fashion_ to mathematical morphology, which is used in image processing, particularly in the medical field. As it is “hands on” (using ImageJ) I was able to quickly (within a month or so) understand it and through it, any “complete lattice” as mathematical morphology is a complete lattice. Boosted my math intuition by uncountable amounts. Now it seems that while Loewner’s theorem on monotone matrix functions does NOT fit into a complete lattice model, Loewner order CAN get part way there via a notion of Sponges. https://www.degruyter.com/view/j/mathm.2016.1.issue-1/mathm-2016-0002/mathm-2016-0002.xml Alas, as I looked at it, “5.6 A non-sponge: The Loewner order The Loewner order considers a (symmetric) matrix A less than or equal to another (symmetric) matrix B if the difference B – A is positive semidefinite. This is a partial order compatible with the vector space structure of (symmetric) matrices, but it does not give rise to a lattice, or even a sponge.” So, I didn’t get a satisfying shortcut. BUT this tells me that: a) This is not only NOT in a set of complete lattices but also b) it can barely be approached in that fashion. Loewner order CAN be computed WITH CARE such as to fit the join/meet requirements in a limited fashion… but I’m getting a strong sense that whatever magic is with Loewner’s Theorem on Monotone Matrix Functions it’s simply beyond me. Still, it’s satisfying to get a tiny bit there, and I can at least chew on sponges instead for a bit.
Salience. It’s whatever I notice at that moment. Shiny thing, dark thing, interesting thing. It just makes itself known and I either follow or ignore.
You’re not awful. He needs a lot of extra attention. Your daughter is doing ok and they can’t be compared. You might have to go a lot slower with him, explain things literally, warn him WAY ahead of time with any tasks he needs to do, or places he has to go. He can’t handle sudden changes in direction. I know because I had aspects of that. I wasn’t destructive but I’d get inconsolable. I did well when I was prepared and horribly when I had to “go with the flow”. So I’d act out in various ways to any changes that I had no say over.

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