#Academic Life

[nondelphic]

FDSFDSPOIIUP[ ,MNNM,LKJ NM,,MNLMML DSIOPPOI SDDSASDDSAFDSSDF FDSKJLKNM,NM, P[JKLLKJFDSSDF (translation: "it's 1am and i've been proof-reading my thesis for the last hour and i want to die why am i such a control freak and perfectionist also i'm gonna cry at my thesis defense because wdym i didn't answer the research question it's literally all i did")

[mindfulstudyquest]

❥﹒♡﹒☕﹒𝘀𝘁𝘂𝗱𝘆 𝘁𝗶𝗽𝘀 𝘁𝗵𝗮𝘁 𝗮𝗰𝘁𝘂𝗮𝗹𝗹𝘆 𝗺𝗮𝗸𝗲 𝗺𝗲 𝗽𝘂𝘁 𝗺𝘆 𝗮𝘀𝘀 𝗼𝗻 𝗮 𝗰𝗵𝗮𝗶𝗿 𝗮𝗻𝗱 𝘀𝘁𝘂𝗱𝘆

organization: i know it's the most trivial advice in the world, but i swear it works. before doing anything, i take my planner and review everything i have to do, i divide the study by subject, amount of things to study and review spaces for exams. realistically, you can't expect to do it all in one day, but a good plan could almost allow you to sleep at night!

a clean workspace: i can't fucking concentrate if there's a mess aroud me, i get distracted easily, even by dust, so before i start studying i always deep-clean my desk. i know that not everyone can afford a personal and quiet place to study in their houses, so try to find yourself a small angle where you can really focus.

go to study in a library / café: i didn't believe it at first, but it's actually useful. if you have the opportunity to go to a library or a café after school ( or near your house ) do so. being surrounded by people who are studying like you really helps to focus, you'll be less inclined to get distracted and procastinate. i would feel uncomfortable using my phone in a library with other people who are doing their work while i'm sitting there scrolling on tumblr.

breaks: ik ik, not very blair waldrof, hermione granger, spencer hastings, rory gilmore of me, isn't it? but is it worth it. sometimes i end up having really bad headaches from studying and, even if i keep studying, the quality of my work decreases significantly. breaks are fundamental. i would not recommend using social networks for your beak, because they litteraly drain your attention, rather do your skincare, prepare yourself a snack ( eating is important! it's what makes you focus ), read 10 pages of your book, dance a little bit in your room, do stretching, go outside and buy some mint chewingum, something like that.

EAT!: girls, boys and theys, we know. i honestly think that almost every person that craves academic validation ends up developing a sort of eating disorder. it's not even the food, is the fact that you are too busy studying that you forget to eat, ignoring stomach cramps, or the fact that you didn't get that answer right and now you don't feel like you deserve the lunch. i understand bc i AM like this, like you. but think about it: you need to do it in order to survive ( but this is secondary to the grades, right? ) and to keep your brain active. you can't walk around with blurred vision because you haven't eaten or drunk for fourteen continuous hours. i swear that eating like a normal human being helps you to keep going.

sleep: same thing as eating, but with our terrible sleeping schedules. i know that school is toxic so we end up finishing our homeworks at 2 am everyday ( if we're lucky ) but when you have the chance, take a nap and recover.

repeat things as if you were explaining them to someone: this is litterally the fastest way ever to learn fundamental concepts when you're studying. imagine that you're talking to a friend that doesn't know anything about the subject that you're studying and try to explain the topic to them. finding simple words for a difficult topic will help you understand it thoroughly, on this basis you can then build an articulated and more academic speech. repeat things out loud, doesn't matter if you look crazy, you already are <3

check and organize your notes the same day: i never have time to take proper notes in class, so i review them as soon as possible, with the lesson still fresh in mind. it really helps me understand the subject and makes the further study much easier.

watch youtube videos: youtube is my favourite class. sometimes teachers are dumber than students and you, who don't have a degree in that subject and are tackling a topic for the first time, don't understand a damn thing. ofc not!! sometimes professors are terrible at explaining stuff, but fazal from pakistan isn't. i passed my physics class with a 10/10 thanks to an indian guy on youtube. documentaries and yt videos are a simple and nice way to understand better topics and do insights for extra credits.

delete social media: i'm gonna do another post specifically for this.

"STUDY!" wallpaper: last but not least, the dumbest yet the smartest advice, set as lockscreen a white / black / whatever background with a big fat "STUDY!" written on it. everytime you're about to pick up your phone and procastinate the wallpaper will scold you.

hope this was useful or at least fun to read byee

[judassmyvirtue]

Hey folks, just dropping some resources here for those of you who, like me, are always on the hunt for free reading material, whether it's for research or just to satisfy your curiosity. Check these out:

Library of Congress: Absolute goldmine for academic researches and historical documents. You can spend hours diving into their collections.

Z-library: A treasure trove of books, articles, and papers on pretty much any topic you can think of. Quick downloads, no fuss.

Project Gutenberg: Free e-books galore, especially if you're into classics. Saved me from many a boring commute.

Internet Archive: A digital library offering free universal access to books, movies, and music, plus archived web pages. Endless hours of browsing joy.

Google Books: Sometimes you just need a quick peek inside a book without committing to buying it. Google Books has got your back.

Google Scholar: It scours through scholarly sources, journals, theses, and more. Just be ready to sift through some dense material.

JSTOR: Another heavyweight in the academic world. JSTOR is packed with scholarly articles, books, and primary sources across various disciplines. Some stuff may be behind a paywall, but there's still plenty to explore for free.

Newspaper Archive: Want to browse through historical newspapers? This site has a massive collection spanning centuries and covering a wide range of topics. Perfect for digging up primary sources.

Newspapers.com: Need more historical newspapers? Look no further.

Perseus Digital Library: Focuses on ancient Greco-Roman materials, perfect for those deep dives into classical history.

Digital Public Library of America: Another treasure trove of digitized materials, including photos, manuscripts, and more.

Europeana: European cultural heritage online. Images, texts, the whole shebang.

DOAJ: Open access journals. DOAJ indexes and provides access to high-quality, peer-reviewed open access research journals.

Open Library: Another digital library offering over 1.7 million free eBooks.

Librivox: Audiobooks for when your eyes need a break.

National Archives (UK): Offers access to a wealth of historical documents, including government records, maps, photographs, and more.

Sci-Hub: For the rebels. Access to scholarly articles.

Directory of Open Access Books (DOAB): Looking for free scholarly books? DOAB has got you covered with a vast collection.

Digital Commons Network: Free, full-text scholarly articles from hundreds of universities and colleges worldwide.

Directory of Open Access Repositories (OpenDOAR): Find open access repositories worldwide.

Gallica (Bibliothèque nationale de France): French flair for your research.

DigitalNZ: Your gateway to New Zealand's digital heritage.

[xyymath]

A mathematician and an engineer are asked to design a cable system for a city.

The engineer calculates the shortest paths and designs a practical layout.

The mathematician claims the solution is trivial under the Steiner Tree Problem, writes “proof left to the reader,” and walks away.

[jstor]

Dear Professor: A Chronicle of Absences is an open access book on JSTOR that features more than 200 emails in which students excuse themselves for missing class.

Sample email:

Dear Professor,

Excuses section: I’m sorry that I had to leave early on Tuesday last week and was additionally unable to attend on Thursday. On Thursday something came up and I was sadly unable to attend any of my classes. For Tuesday I do not have such a good reason, if I am honest I left 20 minutes early because of a beautiful girl (the only and last time I would use this reason and I apologize, I let instinctual hedonism take over for better or worse!)

Interesting section: I have been working on this piece “To Fear with Love” and thought you might appreciate it as per our earlier discussion about writing. It is attached below for your enjoyment and I would love any feedback/criticism!

Best, Abraham

[lemiaule]

I’m finally done with all my finals, I feel so free so I went and got myself a book and biked around the nice part of the city.

I’m so excited to have a nice summer, before my roommate leaves for her hometown we are planning to go out and about and idk it just feels so nice to have someone to do stuff with, ha.

I’m planning to finish my course on the divine comedy finally! After having to pause it for school and work but I’m finally gonna have more time.

I also have planned to get in with my reading, I wanna eat up everything I have around my bookcase and all I can find on libby.

[aawakenedfawn]

A pen exploded in my mouth. I swear I'm not dumb, but what??? Why? Please, this is so yucky yucky, please make it stop. AUAGHHHHBBHHBB END ME.

[drlinguo]

Source

[brandyvampirexx]

it’s never over

[afinestoutlove]

[sweetlikeshoneyy]

Another day, another exam 😮‍💨

[sunray-sunray]

Finding a typo shortly after submitting an important project

[bibiville]

i think about this all the time

[uhardite]

Hi , what's your ideal routine of the day usually

hi, im glad you asked!

my ideal routine of the day is to wake at 8, grab breakfast and get 2-3 hours of studying in. then get ready, eat lunch at 12.30pm, either go to classes if it's a weekday (i have afternoon theory classes since i live inside the campus), or meet up w friends and go on a walk. after coming back to my dorm, i hit the gym for 30mins, usually arms or the treadmill (since it's convenient), shower and study until 8pm. then eat dinner, call my parents and give night attendance, during which i relax and watch youtube as well. after that, back to the grind until about 11.30, when i start getting sleepy, call a friend and talk to them until 12.30 or 1, then go to sleep.

some additional details -

i try to eat the same portions at the same times every single day because that's better for your body

i also try to get in some form of cardio every single day, which isnt that hard since i go on walks every day without fail. the key is to have friends you have a consistent active routine with, such as a gym buddy or walking buddy

lately ive been trying to limit my screen time and mindless scrolling, as well as study at consistent times of the day, and so far it's working

things i need to improve -

physically i need to focus on hydrating throughout the day, putting on sunscreen regularly and being consistent with my haircare routine

also need to have breakfast more often, which is a direct consequence of me not getting up on time and a bad sleeping schedule in general (i will never promote skipping meals on this blog, so please eat all your meals and stay healthy, dont be like me)

i need to schedule more intentional breaks bcz it's very easy to burn out with a packed schedule like this, cut down on spending (and junk food) and be more regular about doing my chores

let me know if you want any tips, app recommendations or more details on how i workout etc. i'll be posting a studying masterpost soon, so stay tuned for that ₊˚⊹ ᡣ𐭩

[xyymath]

Why the Number Zero Changed Everything

Zero: a concept so foundational to modern mathematics, science, and technology that we often forget it wasn’t always there. Its presence in our world today seems obvious, but its journey from controversial abstraction to indispensable tool has shaped entire civilizations.

1. The Birth of Zero: A Revolutionary Idea

The concept of zero didn't exist in many ancient cultures. For example, the Greeks, despite their advancements in geometry and number theory, rejected the idea of a placeholder for nothingness. The Babylonians had a placeholder symbol (a space or two slashes) for zero, but they didn't treat it as a number. It wasn't until Indian mathematicians in the 5th century, like Brahmagupta, that zero was truly conceptualized and treated as a number with its own properties.

Zero was initially used as a place-holder in the decimal system, but soon evolved into a full-fledged number with mathematical properties, marking a huge leap in human cognition.

2. The Birth of Algebra

Imagine trying to solve equations like x + 5 = 0 without zero. With zero, algebra becomes solvable, opening up entire fields of study. Before zero’s arrival, solving equations involving unknowns was rudimentary, relying on geometric methods. The Indian mathematician Brahmagupta (again) was one of the first to establish rules for zero in algebraic operations, such as:

x + 0 = x (additive identity)

x × 0 = 0 (multiplicative property)

These properties allowed algebra to evolve into a system of abstract thought rather than just arithmetic, transforming the ways we understand equations, functions, and polynomials.

3. Calculus and Zero: A Relationship Built on Limits

Without zero, the foundation of calculus—limits, derivatives, and integrals—wouldn’t exist. The limit concept is intrinsically tied to approaching zero as a boundary. In differentiation, the derivative of a function f(x) is defined as:

f'(x) = \lim_{h \to 0} \frac{f(x+h) - f(x)}{h}

This limit process hinges on the ability to manipulate and conceptualize zero in infinitesimal quantities. Similarly, integrals, which form the backbone of area under curves and summation of continuous data, rely on summing infinitely small quantities—essentially working with zero.

Without the concept of zero, we wouldn’t have the means to rigorously define rates of change or accumulation, effectively stalling physics, engineering, and economics.

4. Zero and the Concept of Nothingness: The Philosophical Impact

Zero is more than just a number; it’s an idea that forces us to confront nothingness. Its acceptance was met with philosophical resistance in ancient times. How could "nothing" be real? How could nothing be useful in equations? But once mathematicians recognized zero as a number in its own right, it transformed entire philosophical discussions. It even challenged ideas in theology (e.g., the nature of creation and void).

In set theory, zero is the size of the empty set—the set that contains no elements. But without zero, there would be no way to express or manipulate sets of nothing. Thus, zero's philosophical acceptance paved the way for advanced theories in logic and mathematical foundations.

5. The Computing Revolution: Zero as a Binary Foundation

Fast forward to today. Every piece of digital technology—from computers to smartphones—relies on binary systems: sequences of 1s and 0s. These two digits are the fundamental building blocks of computer operations. The idea of Boolean algebra, where values are either true (1) or false (0), is deeply rooted in zero’s ability to represent "nothing" or "off."

The computational world relies on logical gates, where zero is interpreted as false, allowing us to build anything from a basic calculator to the complex AI systems that drive modern technology. Zero, in this context, is as important as one—and it's been essential in shaping the digital age.

6. Zero and Its Role in Modern Fields

In modern fields like physics and economics, zero plays a crucial role in explaining natural phenomena and building theories. For instance:

In physics, zero-point energy (the lowest possible energy state) describes phenomena in quantum mechanics and cosmology.

In economics, zero is the reference point for economic equilibrium, and the concept of "breaking even" relies on zero profit/loss.

Zero allows us to make sense of the world, whether we’re measuring the empty vacuum of space or examining the marginal cost of producing one more unit in economics.

7. The Mathematical Utility of Zero

Zero is essential in defining negative numbers. Without zero as the boundary between positive and negative values, our number system would collapse. The number line itself relies on zero as the anchor point, dividing positive and negative values. Vector spaces, a fundamental structure in linear algebra, depend on the concept of a zero vector as the additive identity.

The coordinate system and graphs we use to model data in statistics, geometry, and trigonometry would not function as we know them today. Without zero, there could be no Cartesian plane, and concepts like distance, midpoint, and slope would be incoherent.