Explain xkcd topology

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August undefined, 2024

WebSo topology is kind of the study of surfaces. It's technically: the study of geometric properties and spatial relations unaffected by the continuous change of shape or size of … WebStatistical significance is the degree to which the results of a sample or study are likely due to a correlation, as opposed to chance or sampling variation alone. Apparently, across the entirety of human science in the study of our universe, the study has found a lack of significance, or of a relationship between all the variables measured by ...

xkcd: Field Topology

WebThis work is licensed under a Creative Commons Attribution-NonCommercial 2.5 License. This means you're free to copy and share these comics (but not to sell them). More details.. kitchenaid attachment won\u0027t come off

Network Topology: 6 Network Topologies Explained & Compared - Comparitech

WebQua is a relatively rare, formal word, from Latin, roughly meaning "in the capacity of". For instance "In essence, military regimes are autocracies in which the military qua organization performs many of the functions performed by the ruling party in single-party regimes". Saying something is "X qua X" (e.g. "entertainment qua entertainment ... WebThis comic strip depicts a logical extreme of multi-use athletic facilities, in which sports are grouped by the topological equivalence of their fields (not to be confused with mathematical fields, or the Fields Medal prize -- although successfully constructing these fields might lead to medals of one kind or another being granted).. In topology, shapes which can be … WebExplain xkcd is a wiki dedicated to explaining the webcomic xkcd. Go figure. 2596: Galaxies. Explain xkcd: It's 'cause you're dumb. ... I tend to suspect that the real problem is that the universe has a wrap-around topology which means that looking far/long enough in any direction (barring expansion or even big-rip limits to what we could see ... mabel richart

explain xkcd

WebA computer network or data network is a telecommunications network that allows computers to exchange data. In computer networks, networked computing devices exchange data with each other using a data link. The … WebJan 9, 2024 · Ring Topology Diagram. Pros: Low incidence of collision. Low cost. Suitable for small businesses. Dual ring option provides continuity through redundancy. Cons: One faulty node will bring the entire network down. Requires extensive preventative maintenance and monitoring. kitchenaid attachments work onWebExplain xkcd is a wiki dedicated to explaining the webcomic xkcd. Go figure. Main Page. Explain xkcd: It's 'cause you're dumb. ... they have the same genus. From the topologist's point of view, the coffee cup definitely has one hole. See 2625: Field Topology for more information about topology. Hairy, a normal person, is not sure (the acronym ... mabel riley obituary

"WebIt goes down every so often. Try again in a few days or just use an archive. I tend to use it instead of going to xkcd (sorry randall) and check it more or less everyday and can confirm it was up like 2 days ago. You may have another issue if you weren't able to access it for months... I'm pretty sure I used it a few weeks ago. " - Explain xkcd topology

Explain xkcd topology

Webxkcd-font copyright ipython, cc-by-nc. this website copyright gir.st, agpl-v3. ... topology, and calculus. Euler field: An Euler vector field represents a space where every point is rotating with its own speed and direction. The name "Euler ... the best anyone's been able to come up with to explain its strangeness is "it's just like that." This ... WebThis work is licensed under a Creative Commons Attribution-NonCommercial 2.5 License. This means you're free to copy and share these comics (but not to sell them). …

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WebSo topology is kind of the study of surfaces. It's technically: the study of geometric properties and spatial relations unaffected by the continuous change of shape or size of figures. It's basically a way to study shapes (usually 3D) by reducing them down to simpler forms by bending, twisting, stretching, etc. the original shape. WebApr 8, 2024 · Rough summary: The comic is an interactive space flight game, starting landed on an origin planet. The planet is static, and the player starts in a ship controlled by WASD or Directional keys. The ship can go up and down, and rotate left and right. Game simulates orbits and gravity, making navigation tricky.

Webthe other half are, in my opinion, kinda pedantic. Everything since nov. 12 seems complete, but is just tagged incomplete in case, i guess. of the 31 incomplete explanations, most are regular non-interactive comics. WebIn topology, shapes which can be smoothly deformed into one another without adding or removing holes are considered equivalent. A topological hole is an area of the nominal space (or area, or other manifold) through which nothing restricted to this topology can …

WebMar 5, 2024 · Explain xkcd is a wiki dedicated to explaining the webcomic xkcd. Go figure. 2735: Coordinate Plane Closure. Explain xkcd: It's 'cause you're dumb. ... relating to the topology of a set; roughly speaking, a description of what parts of the set are "close" to others. In this sense, if one takes the closure of a plane with a hole, the result is ... WebMay 26, 2024 · The Mercator projection is a map projection (a way to present the spherical Earth surface into a flat 2-D map) presented by Flemish cartographer Gerardus Mercator in 1569. It was the standard map projection for some time, because it does preserve all angles in their true shape (i.e. it is a conformal map projection ).

WebThis is the whole list of comics. NOTE: At this time, the entire list exceeds the wiki's "template include size", therefore the first 1000 comics are not listed. For the first 500 comics, see List of all comics (1-500). For comics 501 to 1000, see List of all comics (501-1000). For comics 1001 to 1500, see List of all comics (1001-1500). For comics 1501 to …

WebA well-characterized "Hot Jupiter" at a temperature range of 973 ± 33 K to 1,212 ± 11 K. The name refers to the feature of Permanent death common in many RPGs and roguelikes. Blue Ivy Carter is the daughter of … kitchenaid attachments ukWebadaptive routing (dynamic routing): Adaptive routing, also called dynamic routing, is a process for determining the optimal path a data packet should follow through a network to arrive at a specific destination. Adaptive routing can be compared to a commuter taking a different route to work after learning that traffic on his usual route is ... mabel robertson obituaryWebExplanation. The comic pokes fun at Haskell, a functional programming language. Functional programming languages are based on the mathematical concept of a function, that is two calls to a function always produce the same results given the same inputs. Side effects of a function call are changes to the program state or observable interactions ... kitchenaid australia pty ltdWebThe caption beneath the comic states that this approach describes "All advanced math techniques." This could be a reference to the now-common approach in higher mathematics in which a problem is transformed into another domain where it is easier to solve, then transformed back. For instance, in Fourier analysis, commonly used for analyzing the ... kitchenaid attachments vegetable cutter 4Web2625 - explain xkcd. We still need to complete some explanations like this one: 1608: Hoverboard. All incomplete explanations are here . Never use the Math markup language at the transcript. The reason for this you can read at the Editor FAQ . kitchenaid attachment stuckWebXKCD Explained. XKCD is a webcomic of romance, sarcasm, math, and language created by Randall Munroe. Randall is famous for getting inside people's heads, but unless … kitchenaid australia contactWebApr 7, 2024 · Explanation. John Conway, an English mathematician, passed away of COVID-19 on April 11, 2024. Two days later, Randall created this memorial comic. It is the 6th memorial comic, but it is the first released in almost 5 years, since 1560: Bubblegum . One of Conway's most famous creations was the cellular automaton known as Conway's … mabel rogers croydon