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Mathematica Learning

@Mathematica_Learning

On this record: Growth · Engagement · Posts · Cite this entry

530subscribers

-2 since we began measuring on 5 August 2026

Risers and fallers across the register · movement among entries of Under 1,000.

Register entry

Telegram ID-1001013816024
TypeChannel
Username@Mathematica_Learning
CreatedBetween 1 December 2015 and 31 March 2016— estimated from Telegram’s id allocation, not measured. How this range is calculated.
First recorded6 August 2026
Last confirmed live20 August 2026
Measurements held3
Confirmed unchanged1 time, most recently 20 August 2026
On Telegramt.me/Mathematica_Learning

Growth

5305325315 August 2026 — 532 subscribers6 August 2026 — 532 subscribers20 August 2026 — 530 subscribers5 August 202620 August 2026
3 measurements spanning 15 days, net -2. Dots are measurements; the straight line between them is drawn to join them, not to claim we know the path taken in between — snapshots are recorded only when a count changes, so gaps mean “no change observed”, never “interpolated”. The vertical axis spans 530–532 and does not start at zero.
Measurement log — every subscribers count we have recorded
Measured (UTC)SubscribersChange
20 Aug 2026, 11:58530-2
6 Aug 2026, 18:31532no change
5 Aug 2026, 16:49532first reading

Engagement

20 posts held, back to 27 August 2017 — the reader has not yet reached the start of this channel’s public history, so older posts may sit further back, unread. Read across 1 pageof Telegram’s post history, 20 posts per page.

Nothing published in the last 30 days. ERR and ER are rolling 30-day measures, so there is nothing to compute — we hold 20 posts for this entry, the most recent from 21 August 2018. An engagement rate over an empty window would be a number about nothing.

Recent posts

21 Aug 2018, 01:07 UTC≈6,680 viewsread 6 August 2026

ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ نوع مطلب: #کتاب_آموزشی شماره: C017 سطح: #مقدماتی, #متوسط, #پیشرفته ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ ✅ دانلود کتاب: introduction to Computational Quantum Mechanics, Dr. Roman Schmied (مقدمه‌ای بر مکانیک کوانتوم محاسباتی، اشمیت) فصل اول این کتاب انگلیسی مرور خوبی از کل دستورات محاسباتی متمتیکا داشته در ادامه به کاربرد متمیکا در کوانتوم محاسباتی پرداخته شده است این کتاب برای همه دوستان قابل استفاده هستش و متن ساده…

26 Apr 2018, 06:22 UTC≈5,360 viewsread 6 August 2026

ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ نوع مطلب: #کتاب_آموزشی شماره: C016 سطح: #مقدماتی, #متوسط, #پیشرفته ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ ✅ دانلود کتاب: Astrophysics Through Computation: With Mathematica ® Support, by Brian Koberlein. (نجوم محاسباتی: با استفاده از نرم افزار متمتیکا) به زبان انگلیسی. 👇👇👇

26 Mar 2018, 21:04 UTC≈4,790 viewsread 6 August 2026

ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ نوع مطلب: #کتاب_آموزشی شماره: C015 سطح: #مقدماتی, #متوسط, #پیشرفته ـ▄▄▄▄▄▄▄▄▄▄▄▄▄▄▄ ✅ دانلود کتاب: Mathematica for theortical physics, Baumann (متمتیکا برای فیزیک تئوری، باومن) این کتاب انگلیسی برای همه دوستان قابل استفاده هستش و متن ساده و مثالهای زیادی داره. 👇👇👇

Showing the 12 most recent of 20 posts we hold for @Mathematica_Learning. View and reaction counts are the latest single reading for each post, not a live figure, and a recent post is still accumulating both. A view count marked ≈ was rounded by Telegram before we ever saw it — t.me prints views in full below 1,000 and to three significant figures above, so ≈1,200,000 means somewhere between 1,150,000 and 1,249,999. Unmarked counts are exact. Text is reproduced from the public post preview and truncated for length.

Cite this entry

A live page changes as we take new readings, so a citation should name the measurement it is based on, not just the URL. The line below cites the subscriber count as measured 20 August 2026 — this entry's latest reading, not the date you are reading this.

“Mathematica Learning” (@Mathematica_Learning), 530 subscribers as measured 20 August 2026. Telegram Register, tgregister.com/channel/Mathematica_Learning.

Full measurement history, CC BY 4.0. Every reading this register holds for this entry, not just the latest one, as a dated, downloadable record: CSV · JSON. Free to use with attribution to tgregister.com. Each file carries its own generation timestamp, which is the figure to cite for exactly when the data was retrieved.