women of this caliber are either married young, or they're basically single until they're nearly 40. :)
:-) I'm excited for you. I've been single so long it's not funny, and this is exciting. :-D Hope he treats you like a gentleman, and you have a fun time :D Let us know how it goes if you feel like doing so. ✨
if you had that much fun, then yes go. :)
What is Ordinal Numbers, Why Everyone is talking about it, It's real-world Application:
(In Simple Words)
In mathematics, "ordinal numbers" are a type of number used to describe the order of things. They are a generalization of the idea of "first, second, third, etc." that we use to count things in everyday life.
The goal of ordinal numbers is to help us understand and describe the order of infinite sets, which are sets that have an unlimited number of elements. For example, the set of all positive integers (1, 2, 3, 4, and so on) is an infinite set.
Ordinal numbers provide a way of labeling the elements in an infinite set in a specific order. For example, we can use ordinal numbers to label the elements of the set of positive integers as "first", "second", "third", and so on, even though the set has an unlimited number of elements.
So in simple terms, ordinal numbers are a type of mathematical number used to describe the order of infinite sets, in a similar way that we use "first", "second", "third", and so on, to describe the order of things in everyday life.
Why should we care about it:
Ordinal numbers play an important role in many areas of mathematics, including set theory, topology, and algebra. Understanding ordinal numbers can be useful for understanding a wide range of mathematical concepts and for solving mathematical problems.
One reason why ordinal numbers are important is because they provide a way to describe and understand the order of infinite sets. By labeling the elements of an infinite set in a specific order, we can gain a better understanding of the set as a whole and its properties.
Another reason why ordinal numbers are important is because they provide a foundation for the study of other mathematical concepts, such as cardinality and well-ordered sets. Cardinality is a measure of the size of a set, while well-ordered sets are sets that have a specific order that allows us to compare the elements of the set. Understanding ordinal numbers can help us understand these other mathematical concepts.
In addition, ordinal numbers are used in many practical applications, such as computer science, where they are used to describe the order of algorithms and data structures.
So overall, understanding ordinal numbers is important for a deeper understanding of mathematics and for solving mathematical problems. It also has practical applications in areas such as computer science and can be useful for solving real-world problems.
Its Real-world Application:
Ordinal numbers can be applied to a variety of real-world problems, particularly in computer science and engineering. Some examples include:
1: Algorithm analysis: Ordinal numbers can be used to describe the order of algorithms, which are sets of instructions used to solve a specific problem. By using ordinal numbers, computer scientists can analyze the efficiency of algorithms and determine the best algorithm to use for a specific problem.
2: Data structures: Ordinal numbers can be used to describe the order of elements in data structures, such as linked lists, trees, and graphs. By understanding the order of elements in a data structure, computer scientists can design algorithms that can efficiently search, sort, and manipulate the data.
3: Decision making: Ordinal numbers can be used in decision making problems, such as voting systems and preference ranking. For example, in a voting system, ordinal numbers can be used to rank the preferences of different voters and determine the most preferred option.
4: Resource allocation: Ordinal numbers can be used to prioritize and allocate resources, such as in project management and scheduling. For example, a project manager might use ordinal numbers to rank tasks based on their importance and allocate resources accordingly.
These are just a few examples of the many real-world problems that ordinal numbers can help solve. By providing a way to describe and understand the order of things, ordinal numbers can be applied to a wide range of problems in computer science, engineering, and other fields.
If you want to read it later: https://iefan.substack.com/p/what-is-ordinal-numbers-in-simple?sd=pf
Or if you want to take a deep dive: https://en.wikipedia.org/wiki/Ordinal_number?wprov=sfla1
i was reading this on wiki the other day.
all i could think of was it's a meta heirarchical misnomer, only useful for data science, but not entirely accurate, because there's an infinite amount of integers between 1 and 2, 2, and 3, and so on.. :)
What interests me is barring talking about trinary math,
binary counting systems don't assign orders of magnitude in the natural way that we do with zero, so this leads to a relevant problem in the semantics of large data manipulation,
there's a finite set of permutations that occurs, before we run out of things to permutate, based on how our computers have been designed, to work in a 2d planar digital space.
i haven't read this book but it is one of the best from what i hear:
hans coufal - holographic data storage
and makes me wonder if trinary accounting is part of holographic filesystems..
anyhow, just some thoughts...
thats the one i was using. it was really rad until some gif almost made me fall off the chair :)
i love a computer that doesnt animate itself..
there's something extremely unsettling for me seeing a gif looping over and over and over and over and over and over.. i just cant hang with it.
i see it not .... :) donde estas el chain? i clicked the tag and still somehow do not see this.
but.. @tatum aren't you a dude?
whomever has zapped me twice with 421 sats thank you, and i assume you smoke pot :D 😃 or maybe its your birthdate, i'm uncertain. all the same, thank you :D
i have always loved orchids. :D they have a very lovely collection of them in san diego, at the site of the old pan pacific exposition, in the wooden arboretum there.
it looks fantastic, and i dont think this is sauce overkill at all :D it looks like light sauce!
dad says he hates all of it, but it's a necessary step for some, but ultimately a trap and the edomites should have never been given a second chance. (the money changers, etc)
accidentally broke an ash tray earlier, and the vacuum cleaner wasn't picking up the smallest bits, so me and the cat are camping in the bedroom litterbox and all, until i either get the belt back on, and it sucks up the glass, OR somehow, by a miracle, the broom actually cleans the carpet, and I'm able to verify with my very bright (2250 lumens) flashlight, at proper angles there is indeed no remnant glass in the carpet.
it was all going decently enough, until i tripped over the corner of my eating table thingy, and it all went pitching across the floor. the ash tray collided with a half gallon jug of water, approximately 1/2" thick glass, and sent it colliding to its early death in about 20 pieces on the floor. (thankfully i have two.) and one in the mail that i assume got lost on its way from england ordered around 60 days ago.
cat is taking the camping trip well, and has her box and food and all that jazz. :) plus, it's comfy in there.
you're welcome :) you know, its very hard to pay your rent in bitcoin, as far as i am aware of.. it was never given as an option here anyway.. :)
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yeah patience indeed... life is a process, by which if we're blessed enough to get small clues from the holy spirit as to what's to be done, we are so very blessed indeed.
i'm excited for you! and to read it too :)
