KONNE.ME

Konstantin Weitz

I'm a PhD student in Computer Science at the University of Washington. My research is focused on Programming Languages and Software Engineering, primarily Program Verification. Bagpipe: BGP Policy Verification. And route hijacks by China Telecom in 2010. Less visible is the high cost of developing and maintaining correct configurations, which requires checking invariants across hundreds of thousands of lines of configuration for all of an ISP’s routers. For more information, visit the bagpipe website.

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Konstantin Weitz | konne.me Reviews

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I'm a PhD student in Computer Science at the University of Washington. My research is focused on Programming Languages and Software Engineering, primarily Program Verification. Bagpipe: BGP Policy Verification. And route hijacks by China Telecom in 2010. Less visible is the high cost of developing and maintaining correct configurations, which requires checking invariants across hundreds of thousands of lines of configuration for all of an ISP’s routers. For more information, visit the bagpipe website.

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Konstantin Weitz | konne.me Reviews

https://konne.me

I'm a PhD student in Computer Science at the University of Washington. My research is focused on Programming Languages and Software Engineering, primarily Program Verification. Bagpipe: BGP Policy Verification. And route hijacks by China Telecom in 2010. Less visible is the high cost of developing and maintaining correct configurations, which requires checking invariants across hundreds of thousands of lines of configuration for all of an ISP’s routers. For more information, visit the bagpipe website.

INTERNAL PAGES

konne.me

1

Konstantin Weitz: Connections between Natural Numbers, Types, Sets, and Propositions

http://www.konne.me/2014/09/29/correspondences.html

Konstantin Weitz: Connections between Natural Numbers, Types, Sets, and Propositions. Connections between Natural Numbers, Types, Sets, and Propositions. This post shows connections between natural numbers, types, sets and propositions. This post draws ideas from the Curry Howard correspondence. Which shows a connection between functional programs and mathematical proofs, and Chris Taylor’s blog post. Which shows a connection between natural numbers and Haskell types. Data A = a b c. Are related, because.

2

Konstantin Weitz: 3 Shocking Ways to Break Mathematics

http://www.konne.me/2015/08/17/paradoxes.html

Konstantin Weitz: 3 Shocking Ways to Break Mathematics. 3 Shocking Ways to Break Mathematics. This post provides formal proofs of three paradoxes that occur in type systems with unrestricted recursion, negative data types, or type in type (Girard’s paradox). The title is a pun on BuzzFeedy headlines. The source code of the paradoxes. Is available for download. An important aspect of type theory is identifying the. A type system that avoids spurious values has several advantages. For example:. The example...

3

Konstantin Weitz: Abstract Data Types and Object Oriented Programming in Coq (Part I)

http://www.konne.me/2015/02/04/data-abstraction-0.html

Konstantin Weitz: Abstract Data Types and Object Oriented Programming in Coq (Part I). Abstract Data Types and Object Oriented Programming in Coq (Part I). This post describes how to use data abstractions, specifically Abstract Data Types (ADTs) and Object Oriented Programming (OOP), to hide a value’s representation in a functional programming language with dependent types. Many of the ideas in this post are based on TaPL, Chapter 24.2 and 32. You can download the source code of this post’s Coq. Remove s...

4

Bagpipe

http://www.konne.me/bagpipe

Bagpipe enables Autonomous System (AS) administrators to verify policies for their BGP router configurations. Get Started with Bagpipe. And route hijacks by China Telecom in 2010. Less visible is the high cost of developing and maintaining correct configurations, which requires checking invariants across hundreds of thousands of lines of configuration for all of an ISP’s routers. We have evaluated Bagpipe on Internet2. And two other ISPs, with a combined total of over 240,000 lines of router configuration.

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konne.me

Konstantin Weitz

I'm a PhD student in Computer Science at the University of Washington. My research is focused on Programming Languages and Software Engineering, primarily Program Verification. Bagpipe: BGP Policy Verification. And route hijacks by China Telecom in 2010. Less visible is the high cost of developing and maintaining correct configurations, which requires checking invariants across hundreds of thousands of lines of configuration for all of an ISP’s routers. For more information, visit the bagpipe website.

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