Multiplying Roman Numerals Like the Romans Did [Math Mini]
The Roman Numeral system is particularly different from our decimal number system in this key respect: it has no place value. Rather than represent values by some power of 10 (or otherwise), roman numerals represent value additively. Each symbol stands for a certain value, and to get the c
From playlist Math Mini
This lesson explains how to determine numbers when written using Roman numerals and how to write numbers using Roman numerals. Site: http://mathispower4u.com
From playlist Roman Numerals
Ex: Write the Number for Roman Numerals
This video explains how to determine the number when it is written using Roman numerals. Site: http://mathispower4u.com
From playlist Roman Numerals
Ex: Write Numbers as Roman Numerals
This video explains how to write numbers when using Roman numerals. Site: http://mathispower4u.com
From playlist Roman Numerals
Numeral vs Number | Introducing numeral systems for programming beginners
What's the difference between the number 12 and the numeral 12? A numeral system is any writing system that allows us to express numbers using symbols. When we express a number using symbols, the result is called a numeral. When we express a number using a numeral, numeral is said to enc
From playlist Data Science - Learn to code for beginners
Multiplying Roman Numerals the Ancient Way #shorts
Check out the main channel @polymathematic ! Because the Roman numeral system doesn't rely on place value like our decimal number system, it can be very hard to multiply two numbers together. There are various workarounds you can do with distribution and looking up values in tables, but t
From playlist polymathematic #shorts
Use of Commas | Knowing Our Numbers | Don't Memorise
Watch this video to understand the Indian System of Numeration & International System of Numeration, what is the difference between these two numeration systems. We will also learn the correct use of commas in both the numeration systems. To watch the previous video in this series: 'Place
From playlist Knowing our Numbers Class 06
Kwabena Boahen: How to build a super-efficient super-computer
Read more: https://stanford.io/38FaVub Could new-age computer chips, modeled on the how the human brain works, empower a watershed for artificial intelligence? At least one expert has staked his career on it. Bioengineer Kwabena Boahen builds highly efficient “neuromorphic” supercomputer
From playlist The Future of Everything
PROG2006: Haskell - effects, monoids, functors, applicative
PROG2006 Advanced Programming Haskell: effects (external vs. internal), monoids, functors, applicative Overview of unary/binary, associative binary, identity element. Introduction to monoids, functors and applicative.
From playlist PROG2006 - Programming
PROG2006 Advanced Programming Haskell - state, introduction Identity element Associative, Commutative operations Functor
From playlist PROG2006 - Programming
Iordanis Kerenidis - New results in quantum linear algebra - IPAM at UCLA
Recorded 25 January 2022. Iordanis Kerenidis of the Université Paris Diderot presents "New results in quantum linear algebra" at IPAM's Quantum Numerical Linear Algebra Workshop. Abstract: We will describe some new results and optimized circuit constructions for quantum linear algebra. Lea
From playlist Quantum Numerical Linear Algebra - Jan. 24 - 27, 2022
Number Systems Introduction - Decimal, Binary, Octal & Hexadecimal
This video provides a basic introduction into number systems such decimal, binary, octal and hexadecimal numbers: Full 30 Minute Video: https://www.youtube.com/watch?v=PlbH_t0akAA
From playlist Number Systems
Simplest Maths - Basic Maths and Numeracy - start from scratch maths
Very simple reminder for those wanting to start maths from scratch. How to add fractions - simple guide.
From playlist Basic Numeracy
Émilie Charlier: Logic, decidability and numeration systems - Lecture 1
Abstract: The theorem of Büchi-Bruyère states that a subset of Nd is b-recognizable if and only if it is b-definable. As a corollary, the first-order theory of (N,+,Vb) is decidable (where Vb(n) is the largest power of the base b dividing n). This classical result is a powerful tool in ord
From playlist Mathematical Aspects of Computer Science
Predicting the rules behind - Deep Symbolic Regression for Recurrent Sequences (w/ author interview)
#deeplearning #symbolic #research This video includes an interview with first author Stéphane d'Ascoli (https://sdascoli.github.io/). Deep neural networks are typically excellent at numeric regression, but using them for symbolic computation has largely been ignored so far. This paper use
From playlist Papers Explained
Hexadecimal explained | Higher than base-10 positional numeral systems
A digit is a single symbol that represents a number. In positional numeral systems, the base tells us how many distinct digits we have to express numbers using numerals. Base-2 has two digits. Base-3 has 3 digits, and this pattern holds all the way up to base-10 and beyond. What happens t
From playlist Data Science - Learn to code for beginners
Deep Learning for Symbolic Mathematics
This model solves integrals and ODEs by doing seq2seq! https://arxiv.org/abs/1912.01412 https://ai.facebook.com/blog/using-neural-networks-to-solve-advanced-mathematics-equations/ Abstract: Neural networks have a reputation for being better at solving statistical or approximate problems
From playlist Deep Learning Architectures