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Resumen capitulo 2
Transformaciones geométricas.
Habitualmente un paquete gráfico permite al usuario especificar que parte de una imagen definida se debe de visializar y donde esta parte se debe colocar en el dispositivo del visualización. Se compone por coodenadas.
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839,154,417,353,597,400 | [HOME] MAM2000 (Dimension) [Prev][Up][Next]
Dot Product in Three Dimensions
Geometrically, we know that two vectors are perpendicular if the Pythagorean Theorem holds, i.e. the square of the length of (a,b,c) plus the square of the length of (x,y,z) equals the square of the length of (a,b,c) - (x,y,z) = (a-x,b-y,c-z)... | {
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533,278,101,286,126,700 | Find answers, ask questions, and connect with our
community around the world.
Activity Discussion Math Maths
Tagged: ,
• Aashutosh
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2,506,685,838,132,140,500 | Unexpectedly Intriguing!
February 6, 2007
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4,605,250,094,556,951,600 | Plateforme N°1 de soutien en mathématique Post-bac Prépa
Résolution du problème suivant :
Bases mathématiques-Opérations-entre-ensembles-Partitions-MPSI
Ali Mkhida
Ali Mkhida
Dr. Agrégé en Mathématique & fondateur de Qoosmo.
Chapitre mentionné dans l'article :
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5,496,841,960,242,996,000 | Mandelbrot ... but with no main cardioid!
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Offline quadralienne
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« on: June 20, 2019, 09:34:19 PM »
Once upon a time I stumbled across
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-6,792,524,150,457,260,000 | Resultado de 3(2x+1)-4=11
Solución simple y rápida para la ecuación 3(2x+1)-4=11. Nuestra respuesta es comprensible y explicada paso a paso.
Si no es lo que está buscando, escriba sus propios datos.
Resultado de 3(2x+1)-4=11:
3(2x+1)-4=11
Movemos todos los personajes a la izquierda:
3(2x+1)-4-(11)=0
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-970,508,963,681,632,000 | mersenneforum.org
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Old 2009-06-13, 19:11 #1
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Default Mersenne primes have highly composite p-1?
http://www.mersenneforum.org/showpos...6&postcount=85
Quote:
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Recent Posts
20130205
Encyclopedia of Vedic Astrology: Tajik Shastra and Annual Horoscopy: The Muntha, Chapter XI, Part - 1
Dr. Shanker Adawal
The Muntha
Part 1
1. The Muntha & its Progression: The Muntha is an important mathematical concept in Vars... | {
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-4,610,528,528,350,969,300 | Slow Sum – Revisited
Good morning. I received a comment from Dmytro regarding the post Slow Sum suggesting the use of a priority queue instead of a stream. I appreciate the comment and suggestion.
Suppose we have a list of N numbers,
and repeat the following operation until we're left with only a single number:
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-7,881,063,996,369,735,000 | • Support PF! Buy your school textbooks, materials and every day products Here!
Find the values of k so that lines are perpendicular using symetric equations
• Thread starter soulja101
• Start date
• #1
62
0
Homework Statement
Line 1: x-3/3k+1=Y+6/2=Z+3/2K
Line 2: x+7/3=y+8/-2k=z+9/-3
Homework Equations
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-2,012,722,032,228,191,000 | Wednesday
May 4, 2016
Homework Help: smallest of 3 integers
Posted by Anonymous on Wednesday, June 27, 2012 at 1:15pm.
The sum of the reciprocals of three consecutive positive integers is equal to 47 divided by the product of the integers. What is the smallest of the three integers?
Answer This Question
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-237,155,132,277,577,250 | login
The OEIS is supported by the many generous donors to the OEIS Foundation.
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834,479,223,463,730,200 | 18.100B.PracticeFinal
18.100B.PracticeFinal - 18.100B/C Practice Final Exam...
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4,127,736,782,584,690,000 | whatisconvert Search
Unit Converter
Convert 146 Acres to Square Feet
To calculate 146 Acres to the corresponding value in Square Feet, multiply the quantity in Acres by 43560 (conversion factor). In this case we should multiply 146 Acres by 43560 to get the equivalent result in Square Feet:
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6,008,814,926,002,506,000 | Dismiss Notice
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Acceleration as a function of displacement
1. Nov 13, 2014 #1
In one my classes my lecturer showed us the following derivation of acceleration as a function of di... | {
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-3,400,955,877,140,714,500 | Number 38500
[ thirty-eight thousand five hundred ]
Properties of number 38500
Cross Sum:
Factorization:
2 * 2 * 5 * 5 * 5 * 7 * 11
Divisors:
1, 2, 4, 5, 7, 10, 11, 14, 20, 22, 25, 28, 35, 44, 50, 55, 70, 77, 100, 110, 125, 140, 154, 175, 220, 250, 275, 308, 350, 385, 500, 550, 700, 770, 875, 1100, 1375, 1540, 175... | {
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🧮 Taxonomy Math w/ FM
A high-quality mathematics dataset curated from web data using taxonomy-based filtering, containing 34 billion tokens of mathematical content.
🎯 Dataset Overview
This dataset is part of the Essential-Web project, which introduces a new paradigm for dataset curation using expressive metadata and simple semantic filters. Unlike traditional math datasets that require complex domain-specific pipelines, our approach leverages a 12-category taxonomy to efficiently identify and extract high-quality mathematical content.
🔬 Taxonomy Math w/ FM (34B tokens): Documents labeled as 51 - Mathematics in our taxonomy, with all 116M recalled documents then scored by the FineMath classifier and filtered to the top 34B tokens.
🏆 Performance
Our taxonomy-based approach achieves competitive results with significantly less curation effort:
| Dataset | GSM8K | MATH | MMLU-Math | Curation Complexity |
|---|---|---|---|---|
| FineMath 3+ | 26.4% ± 1.4 | 11.7% ± 0.4 | 32.3% ± 1.5 | Complex domain pipeline |
| OpenWebMath | 14.6% ± 1.1 | 9.3% ± 0.4 | 29.9% ± 1.5 | Complex domain pipeline |
| MegaMath Web (Top 10%) | 9.8% ± 0.9 | 7.9% ± 0.3 | 29.9% ± 1.5 | Complex domain pipeline |
| DCLM-baseline | 4.8% ± 0.7 | 4.4% ± 0.3 | 27.0% ± 1.4 | Standard baseline |
| EAI-Taxonomy Top Math | 21.3% ± 1.3 | 11.0% ± 0.4 | 30.5% ± 1.5 | Simple semantic filter |
| EAI-Taxonomy Math w/ FM | 22.4% ± 1.3 | 11.5% ± 0.4 | 30.9% ± 1.5 | + FineMath classifier |
Results show our EAI-Taxonomy datasets perform within 15% of SOTA on GSM8K while requiring minimal domain-specific tuning. On MATH and MMLU-Math, EAI-Taxonomy Math w/ FM performs within standard error of the leading FineMath 3+ dataset.
✨ Key Features
- 🎯 Direct Distribution Targeting: Leverage existing taxonomy labels to target math content from web-scale data without training custom high-recall classifiers
- 🚀 Rapid Curation: Skip the expensive classifier training phase and go straight to content selection
- 💰 Cost Effective: Avoid the need to train high-recall domain-specific classifiers for content discovery
- 🔍 Two-Stage Approach: Use taxonomy for recall, then apply existing quality classifiers for selection
- 🌐 Web-Scale: Access to math content identified across 23.6B web documents
🛠️ Curation Method
Our approach simplifies math dataset creation:
- Traditional Method: Train high-recall classifiers → Run on billions of documents
- Our Method: Query taxonomy metadata for
51 - Mathematics→ Apply FineMath classifier to all recalled documents → Select top-scoring content
Dataset Schema Documentation
Overview
This dataset contains web-crawled text data with comprehensive metadata, quality signals, and taxonomic classifications. Each record represents a document extracted from web archives with detailed provenance tracking and quality assessment metrics.
Core Fields
| Field | Type | Description | Path |
|---|---|---|---|
id |
Int64 |
Unique identifier based on document hash | id |
text |
String |
The main textual content of the document | text |
EAI Taxonomy Classification
Comprehensive hierarchical classification system with primary and secondary labels - the most important feature of this dataset. The taxonomy is designed to provide detailed subject categorization, document type identification, content quality assessment, and extraction quality indicators.
How to Load the Dataset
This section provides examples of how to load the EssentialAI/eai-taxonomy-math-w-fm dataset using different Python libraries and frameworks.
Using Hugging Face Datasets (Standard Method)
The simplest way to load the dataset is using the Hugging Face datasets library:
from datasets import load_dataset
# Load the entire dataset
dataset = load_dataset("EssentialAI/eai-taxonomy-math-w-fm")
# View dataset structure
print(dataset)
print(f"Number of examples: {len(dataset['train'])}")
You can also load the dataset in streaming mode to avoid downloading the entire dataset at once:
from datasets import load_dataset
# Load in streaming mode
dataset = load_dataset("EssentialAI/eai-taxonomy-math-w-fm", streaming=True)
data_stream = dataset["train"]
# Iterate through examples
for example in data_stream.take(5):
print(example)
Using PySpark
For large-scale distributed processing, you can load the dataset using PySpark with the pyspark_huggingface library:
# First install the required library:
# pip install pyspark_huggingface
import pyspark_huggingface
from pyspark.sql import SparkSession
# Initialize Spark session
spark = SparkSession.builder.appName("EAI-Taxonomy-Math").getOrCreate()
# Load the dataset using the "huggingface" data source
df = spark.read.format("huggingface").load("EssentialAI/eai-taxonomy-math-w-fm")
# Basic dataset exploration
print(f"Dataset shape: {df.count()} rows, {len(df.columns)} columns")
df.show(10)
df.printSchema()
# Load only specific columns for efficiency
df_subset = (
spark.read.format("huggingface")
.option("columns", '["column1", "column2"]') # Replace with actual column names
.load("EssentialAI/eai-taxonomy-math-w-fm")
)
# Run SQL queries on the dataset
df.createOrReplaceTempView("eai_math_dataset")
result = spark.sql("""
SELECT COUNT(*) as total_examples
FROM eai_math_dataset
""")
result.show()
Using Daft
Daft provides a modern DataFrame library optimized for machine learning workloads. You can load the dataset directly from Hugging Face:
import daft
# Load the entire dataset
df = daft.read_parquet("hf://datasets/EssentialAI/eai-taxonomy-math-w-fm")
# Basic exploration
print("Dataset schema:")
df.schema()
print("First 5 rows:")
df.show(5)
If you need to access private datasets or use authentication:
import daft
from daft.io import IOConfig, HTTPConfig
io_config = IOConfig(http=HTTPConfig(bearer_token="your_token"))
df = daft.read_parquet("hf://datasets/EssentialAI/eai-taxonomy-math-w-fm", io_config=io_config)
Installation Requirements
Make sure you have the required libraries installed:
# For Hugging Face datasets
pip install datasets
# For PySpark with Hugging Face integration
pip install pyspark_huggingface
# For Daft
pip install daft
📜 License
Essential-Web-v1.0 contributions are made available under the ODC attribution license; however, users should also abide by the Common Crawl - Terms of Use. We do not alter the license of any of the underlying data.
🎓 Citation
If you use this dataset, please cite our EssentialWeb paper:
@misc{ai2025essentialwebv1024ttokens,
title={Essential-Web v1.0: 24T tokens of organized web data},
author={Essential AI and : and Andrew Hojel and Michael Pust and Tim Romanski and Yash Vanjani and Ritvik Kapila and Mohit Parmar and Adarsh Chaluvaraju and Alok Tripathy and Anil Thomas and Ashish Tanwer and Darsh J Shah and Ishaan Shah and Karl Stratos and Khoi Nguyen and Kurt Smith and Michael Callahan and Peter Rushton and Philip Monk and Platon Mazarakis and Saad Jamal and Saurabh Srivastava and Somanshu Singla and Ashish Vaswani},
year={2025},
eprint={2506.14111},
archivePrefix={arXiv},
primaryClass={cs.CL},
url={https://arxiv.org/abs/2506.14111},
}
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