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Discovering Code | The thought process of software engineering | davy8.wordpress.com Reviews
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The thought process of software engineering
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Unit Tests, Extension Methods, and Lambda Expressions, Oh My! | Discovering Code
https://davy8.wordpress.com/2009/04/29/unit-tests-extension-methods-and-lambda-expressions
The thought process of software engineering. April 29, 2009. Unit Tests, Extension Methods, and Lambda Expressions, Oh My! At 10:29 am by davy803. After taking a little detour into Python. I’m back to working on Chefbook. First of all, I must say I’m very happy with my experience with test driven development. As I mentioned in my first post about TDD. Class has an AddRecipe. Strategy, I throw an ArgumentException. Another thing from fail fast is that I end up checking all arguments for null if it doesn&#...
And… We’re Back | Discovering Code
https://davy8.wordpress.com/2009/06/11/and-were-back
The thought process of software engineering. June 11, 2009. And… We’re Back. At 8:24 am by davy803. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. Notify me of new comments via email.
Conditional breakpoints can cause side-effects. | Discovering Code
https://davy8.wordpress.com/2010/10/21/conditional-breakpoints-can-cause-side-effects
The thought process of software engineering. October 21, 2010. Conditional breakpoints can cause side-effects. At 8:11 am by davy803. Then I realized what happened. I had set a conditional breakpoint, but instead of setting to condition to “foo = bar” I had set it to “foo = bar” so it was assigning the value. Doh! 1 Comment ». October 24, 2010 at 2:01 am. Had one recently where, after looking at an object in the debugger, the object’s internal state became whacky. Leave a Reply Cancel reply.
Regarding (my version of) the Model-View-ViewModel Pattern | Discovering Code
https://davy8.wordpress.com/2009/06/29/regarding-the-model-view-viewmodel-pattern
The thought process of software engineering. June 29, 2009. Regarding (my version of) the Model-View-ViewModel Pattern. At 10:26 pm by davy803. Today I’m going to be discussing the Model-View-ViewModel. MVVM) pattern that is widely used in WPF. Applications. I say my version of the pattern because there seems to be some debates. Over the details of the pattern implementation, but I suppose that’s the case with most design patterns. And MVP ( Model-View-Presenter. And the Passive View. Pattern, which is t...
Unit Test vs Integration Tests | Discovering Code
https://davy8.wordpress.com/2009/07/01/unit-test-vs-integration-tests
The thought process of software engineering. July 1, 2009. Unit Test vs Integration Tests. At 12:31 am by davy803. Unit tests do have the benefit of being able to track down a problem more easily to a particular method, but I feel often times that’s not really necessary, more of a convinience. With good debugging tools you should be able to step through and find the problem. One important thing I do is if I think of a tricky scenario where a a bug could be introduced (such as a strange input that I might...
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numericalrecipes.wordpress.com
Binary Exponentiation | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/06/05/binary-exponentiation
Just another WordPress.com weblog. The code examples in this post are also available here. Although I have already written something on binary exponentiation, as it applied to modular exponentiation. For an n-th power to exist, the object being exponentiated must fulfill certain conditions, which can basically be summarized in belonging to a more general set that has a well-behaved multiplication operation defined. Good behavior can be translated into closure. And even to a ring. Class, and write a.
numericalrecipes.wordpress.com
Post Index | Numerical Recipes
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Just another WordPress.com weblog. Prime Numbers and Factorization. The Sieve of Erathostenes. Modular Multiplicative Inverse (Extended Euclidean Algorithm). Greatest Common Divisor (Euclidean Algorithm). Cooley-Tukey’s radix 2 FFT with Decimation in Time. The Cooley-Tukey FFT Algorithm for General Factorizations. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). Notify me of new comments via email. Back from the Dead.
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Back from the Dead | Numerical Recipes
https://numericalrecipes.wordpress.com/2010/09/09/back-from-the-dead
Just another WordPress.com weblog. Back from the Dead. The previous post in this blog is more than nine months old, and before that it already had been inactive for six more. There have been good reasons for that long silence. Chiefly, the birth of Gabriela, our second child, in November 2009. Well, all that is about to change! Business as usual will resume shortly with a post on Fibonacci numbers. And there’s also stuff in the making regarding the Chinese remainder theorem. Feed You can leave a response.
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Modular Exponentiation | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/03/20/modular-exponentiation
Just another WordPress.com weblog. I have a post cooking on wheel factorization. What we are after is determining a. Mod m), or to put it in plain English, the remainder of a to the power of b, divided by m. Doesn’t seem much, does it? We could just go ahead and write:. Def modExp1(a, b, m) : Computes a to the power b, modulo m, directly return a* b % m. We can, and will, use modular arithmetic. Def modExp2(a, b, m) : Computes a to the power b, modulo m, a little less directly return (a%m)* b % m. The on...
numericalrecipes.wordpress.com
The Cooley-Tukey FFT Algorithm for General Factorizations | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/05/29/the-cooley-tukey-fft-algorithm-for-general-factorizations
Just another WordPress.com weblog. The Cooley-Tukey FFT Algorithm for General Factorizations. All code examples in the post have been included in the nrp base.py. Module, which can be downloaded from this repository. As presented in the previous post. Cooley-Tukey’s FFT algorithm. Say that N = P Q. Following the previous approach, we could try to split the calculation of the DFT into Q DFTs of size P, by rewriting it as. Where the inner summation has been reduced to a standard DFT of size P. Furtherm...
numericalrecipes.wordpress.com
Coming Soon… | Numerical Recipes
https://numericalrecipes.wordpress.com/coming-soon
Just another WordPress.com weblog. This page is a place holder for things that I would like to see find their way into the blog. It is also the right place to leave comments proposing new topics, or asking for something in the pipeline to be pushed forward…. Fast computation of large Fibonacci numbers. Some factorization algorithm not included in the. Factorization in the Dark Ages. The Chinese Remainder Theorem. Cooley-Tukey’s algorithm for general factorizations. Prime factor FFT algorithm. Build a web...
numericalrecipes.wordpress.com
Good boy! | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/11/30/good-boy
Just another WordPress.com weblog. Just a quick pat on my own shoulder…. Posted this very last weekend, was proposed by yours truly:. The divisors of 12 are: 1,2,3,4,6 and 12. The largest divisor of 12 that does not exceed the square root of 12 is 3. We shall call the largest divisor of an integer n that does not exceed the square root of n the pseudo square root (PSR) of n. It can be seen that PSR(3102)=47. Let p be the product of the primes below 190. Find PSR(p) mod 10. And daniel.is.fischer. With all...
numericalrecipes.wordpress.com
The Discrete Fourier Transform | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/04/30/the-discrete-fourier-transform
Just another WordPress.com weblog. The Discrete Fourier Transform. I’m currently a little fed up with number theory. So its time to change topics completely. Specially since the post on basic integer factorization. Completes what I believe is a sufficient toolkit to tackle a very cool subject: the fast Fourier transform (FFT). The Discrete Fourier Transform. Without further explanation, we will begin by writing down the analytical expression of the DFT,. And of its corresponding inverse transform,. It is...
numericalrecipes.wordpress.com
The radix-2 Cooley-Tukey FFT Algorithm with Decimation in Time | Numerical Recipes
https://numericalrecipes.wordpress.com/2009/04/30/the-radix-2-cooley-tukey-fft-algorithm-with-decimation-in-time
Just another WordPress.com weblog. The radix-2 Cooley-Tukey FFT Algorithm with Decimation in Time. EDIT May 29th 2009:. The code presented in this post has a major bug in the calculation of inverse DFTs using the FFT algorithm. Some explanation can be found here. And fixed code can be found here. Has been introduced, it is time to start computing it efficiently. Focusing on the direct transform,. Owing to one running over the e. Ven indexes, the other over the o. Item input can be processed with the FFT ...
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Discovering Code | The thought process of software engineering
The thought process of software engineering. October 21, 2010. Conditional breakpoints can cause side-effects. At 8:11 am by davy803. Then I realized what happened. I had set a conditional breakpoint, but instead of setting to condition to “foo = bar” I had set it to “foo = bar” so it was assigning the value. Doh! July 1, 2009. Unit Test vs Integration Tests. At 12:31 am by davy803. I’ve also strayed a little from strictly test-driven development. I sometimes write the method first and sometime...The tes...
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