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commit 518434132b7271419464440da4a526fe8a1f636a
parent 4363194e243cbec5874ac3ee0f4feab9ccb24ce1
Author: Andrew <andrewlaack1@gmail.com>
Date:   Fri,  6 Sep 2024 20:20:07 -0500

Took some notes

Diffstat:
MAlgorithms.md | 7++++++-
MAssembly.md | 5+++--
MCalculus.md | 1+
MDiscreteMath.md | 5++++-
AMultiValuedFunction.md | 10++++++++++
AStirlingsFormula.md | 8++++++++
6 files changed, 32 insertions(+), 4 deletions(-)

diff --git a/Algorithms.md b/Algorithms.md @@ -12,11 +12,16 @@ This is an index for links to notes taken about algorithms. These are CS related #### CSCI 303 (DS&A) +Questions to ask: + +Given our definition of a task, would it be a task to generate a pseudorandom number between 0 and some input value? There could in theory be infinite outputs for a given input, assuming you have a computer with infinite precision, and thus that would not be a well-defined function obviously if we are discussing multi valued functions it would be a function, but I don't think that is what we are discussing. + Ch 0 (algorithms): - [[Algorithm.md]] - [[Task.md]] - [[TimeComplexity.md]] - [CountingPrinciple](CountingPrinciple.md) + - [MultiValuedFunction](MultiValuedFunction.md) Ch 1 (stacks and queues): - [AbstractDataType](AbstractDataType.md) @@ -31,7 +36,7 @@ Ch 2 (Big-O and Asymptotic Complexity): Ch 3 (state analysis): - [StateAnalysis](StateAnalysis.md) - - StirlingsFormula + - [StirlingsFormula](StirlingsFormula.md) #### Intro To Algorithms (MIT) diff --git a/Assembly.md b/Assembly.md @@ -5,6 +5,7 @@ Main Links For Assembly Language --- -Arm Assembly Language 2nd Edition Notes: - +Assembly Language CS 224 +Week 1: +- [TwosComplement](TwosComplement.md) diff --git a/Calculus.md b/Calculus.md @@ -25,6 +25,7 @@ Unit 1: Unit 2: - [usubstitution](usubstitution.md) + - ExponentialRule Calculus Early Transcendentals JS: diff --git a/DiscreteMath.md b/DiscreteMath.md @@ -106,6 +106,10 @@ Unit 2.4 (integers and division): - [LinearCombination](LinearCombination.md) - [LinearCongruence](LinearCongruence.md) +Unit 2.4 (Sequences and Summations 8th edition) + - [RecurrenceRelation](RecurrenceRelation.md) + - + Unit 6.1 (The Basics of Counting 8th edition) - [Combinatorics](Combinatorics.md) - [SumRule](SumRule.md) @@ -116,4 +120,3 @@ Unit 6.1 (The Basics of Counting 8th edition) Unit 6.2 (Pigeonhole principle) - [PigeonholePrinciple](PigeonholePrinciple.md) - - diff --git a/MultiValuedFunction.md b/MultiValuedFunction.md @@ -0,0 +1,10 @@ +:algorithms: :math: +# Multivalued Function + +Ch 0 + +## Notes + +**Definition:** Multivalued functions are functions such that there exists two or more values in the codomain for at least one value in the domain. + +These are not strictly functions, unless specified, as functions must map to only one value in the codomain for each value in the domain. diff --git a/StirlingsFormula.md b/StirlingsFormula.md @@ -0,0 +1,8 @@ +:math: :algorithms: :discrete: +# Stirling's Formula + +Ch 3 + +## Notes + +**Definition:** Stirling's formula is a closed form approximation for factorials.