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Algorithmic Assertions - Craig Gidney's Computer Science Blog

Raquo; Checking a Claimed BQP=NP Algorithm. Raquo; Unit Testing with Symbols. Raquo; Things I Can't Solve: Multiplication. Raquo; Using Quantum Gates instead of Ancilla Bits. Raquo; Constructing Large Increment Gates. Raquo; Constructing Large Controlled Nots. Raquo; Impractical Experiments #3: Treating Controls Like Values. Raquo; A Quantum Network Flow Puzzle. Raquo; Entangled States are like Unitary Matrices. Raquo; Superdense Coding on the Fly and in Reverse. Raquo; Dust your Tests. Raquo; Puzzle: En...

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Raquo; Checking a Claimed BQP=NP Algorithm. Raquo; Unit Testing with Symbols. Raquo; Things I Can't Solve: Multiplication. Raquo; Using Quantum Gates instead of Ancilla Bits. Raquo; Constructing Large Increment Gates. Raquo; Constructing Large Controlled Nots. Raquo; Impractical Experiments #3: Treating Controls Like Values. Raquo; A Quantum Network Flow Puzzle. Raquo; Entangled States are like Unitary Matrices. Raquo; Superdense Coding on the Fly and in Reverse. Raquo; Dust your Tests. Raquo; Puzzle: En...
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Algorithmic Assertions - Craig Gidney's Computer Science Blog | algorithmicassertions.com Reviews

https://algorithmicassertions.com

Raquo; Checking a Claimed BQP=NP Algorithm. Raquo; Unit Testing with Symbols. Raquo; Things I Can't Solve: Multiplication. Raquo; Using Quantum Gates instead of Ancilla Bits. Raquo; Constructing Large Increment Gates. Raquo; Constructing Large Controlled Nots. Raquo; Impractical Experiments #3: Treating Controls Like Values. Raquo; A Quantum Network Flow Puzzle. Raquo; Entangled States are like Unitary Matrices. Raquo; Superdense Coding on the Fly and in Reverse. Raquo; Dust your Tests. Raquo; Puzzle: En...

INTERNAL PAGES

algorithmicassertions.com algorithmicassertions.com
1

[Un]popular Qubits #1: Quantum Compression

http://algorithmicassertions.com/quantum/2014/12/25/Quantum-Compression.html

Un]popular Qubits #1: Quantum Compression. Usually, pop science articles are terrible at explaining quantum anything. The breadth of their audience prevents them from going into detail, nevermind including an equation. I am under no such constraint, and in this series of posts ([Un]popular Qubits) I look a bit more in-depth at quantum computing things reported by the media. So, keeping in mind that Ill try my best but am still toying with this, lets jump in. Classical vs Quantum Compression. Quantum comp...

2

Eating Lions, Wolves, and Goats Faster

http://algorithmicassertions.com/algorithm/2014/06/07/Eating-Lions-Wolves-and-Goats-Faster.html

Eating Lions, Wolves, and Goats Faster. Yesterday I read Fast Functional Goats, Lions and Wolves. On the UnRisk Insight blog. The post is about benchmarking solutions to problem #30 from the 2014 Austrian Math Kangaroo contest. In several languages, as a way of comparing how efficient the languages are. In a single case, but not at all in the general case.). In this post Ill explain how to solve the problem more efficiently. Lions, Wolves, and Goats. Every time one animal eats another, the total populati...

3

Superdense Coding on the Fly and in Reverse

http://algorithmicassertions.com/quantum/2015/01/17/Superdense-Coding-on-the-Fly-and-in-Reverse.html

Superdense Coding on the Fly and in Reverse. When you want to send classical information, but are doing so over a quantum communication channel (one that can transmit qubits), youre normally limited to sending 1 classical bit per sent qubit. How inconvenient. However, there is a caveat to that limitation. If the sender and receiver happen to share a bell pair. They can consume said bell pair to pack 2 classical bits into a single qubit in a process called superdense coding. In a previous post. The easies...

4

Unit Testing with Symbols

http://algorithmicassertions.com/programming/2015/07/20/Unit-Testing-with-Symbols.html

Unit Testing with Symbols. Recently, I tried out SymPy. A symbolic math library for python. SymPy can do (among other things) algebra:. Import sympy x, y = sympy.symbols([x, y]) print sympy.expand( x 2)*(x y) x* 2 x*y 2*x 2*y. Its a very handy tool to have around, especially if youre fed up with Wolfram Alpha being truly awful at parsing. One use for SymPy, that I didnt expect at all ahead of time, is writing unit tests that cover general cases. Input (of a fixed length) with a single test:. You either g...

5

Constructing Large Increment Gates

http://algorithmicassertions.com/circuits/2015/06/12/Constructing-Large-Increment-Gates.html

Constructing Large Increment Gates. This post is Part 2 of solving a quantum circuit construction exercise. In Part 1, Constructing Large Controlled Nots. We figured out how to reduce a NOT with many controls into a linear number of NOTs with two controls (i.e. Toffoli gates. However, we needed an ancilla bit. To make the construction work. In order to reach the end goal of constructing a NOT with many controls. An increment gate is an operation that increases the twos-complement. Off, Off, Off]. Youre a...

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Algorithmic Assertions - Craig Gidney's Computer Science Blog

Raquo; Checking a Claimed BQP=NP Algorithm. Raquo; Unit Testing with Symbols. Raquo; Things I Can't Solve: Multiplication. Raquo; Using Quantum Gates instead of Ancilla Bits. Raquo; Constructing Large Increment Gates. Raquo; Constructing Large Controlled Nots. Raquo; Impractical Experiments #3: Treating Controls Like Values. Raquo; A Quantum Network Flow Puzzle. Raquo; Entangled States are like Unitary Matrices. Raquo; Superdense Coding on the Fly and in Reverse. Raquo; Dust your Tests. Raquo; Puzzle: En...

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Algorithmic Botany: Home

Welcome to Algorithmic Botany, the website of the Biological Modeling and Visualization research group in the Department of Computer Science. At the University of Calgary. Led by Professor Przemyslaw Prusinkiewicz. The BMV group studies the modeling, simulation, and visualization of plants. One of our primary focuses is the ongoing development of a suite of software tools for performing simulated experiments: the " Virtual Laboratory. You can also read more about our research. About the members of BMV.

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Algorithmic Complexity | Your source for Big-O complexities, algorithms, and data structures.

Welcome to AlgorithmicComplexity.com! If you a software developer, you know how difficult it can be studying for finals in school, technical interviews, or just refreshing yourself on fundamental algorithms and data structures. AlgorithmicComplexity.com aims to be a good resource for anyone in this position. To learn about algorithms click here. To learn about data structures click here. To view our handy dandy big-o notation cheat sheet click here. Proudly powered by WordPress.