Publications associées à Tas de Fibonacci

Faster Monotone Min-Plus Product, Range Mode, and Single Source Replacement Paths

One of the most basic graph problems, All-Pairs Shortest Paths (APSP) is known to be solvable in n^{3-o(1)} time, and it is widely open whether it has an O(n^{3-ε}) time algorithm for ε > 0. To better understand APSP, one often strives to obtain subcubic t ...

Schloss Dagstuhl -- Leibniz-Zentrum für Informatik2021

Detailed Heap Profiling

James Richard Larus, Stuart Anthony Byma

Modern software systems heavily use the memory heap. As systems grow more complex and compute with increasing amounts of data, it can be difficult for developers to understand how their programs actually use the bytes that they allocate on the heap and whe ...

ACM2018

Detailed heap profiling

James Richard Larus, Stuart Anthony Byma

ACM2018

Limitations of Partial Compaction: Towards Practical Bounds

Nachshon Cohen

Compaction of a managed heap is a costly operation to be avoided as much as possible in commercial runtimes. Instead, partial compaction is often used to defragment parts of the heap and avoid space blowup. Previous study of compaction limitation provided ...

Assoc Computing Machinery2017

Symbolic Resource Bound Inference

Viktor Kuncak, Ravichandhran Kandhadai Madhavan

We present an approach for inferring symbolic resource bounds for purely functional programs consisting of recursive functions, algebraic data types and nonlinear arithmetic operations. In our approach, the developer specifies the desired shape of the boun ...

2014

Bridging Islands of Specialized Code using Macros and Reified Types

Nicolas Alexander Stucki, Vlad Ureche

Parametric polymorphism in Scala suffers from the usual drawback of erasure on the Java Virtual Machine: primitive values are boxed, leading to indirect access, wasteful use of heap memory and lack of cache locality. For performance-critical parts of the c ...

2013

Shape Refinement through Explicit Heap Analysis

Dirk Thilo Beyer, Grégory Théoduloz, Damien Zufferey

Shape analysis is a promising technique to prove program properties about recursive data structures. The challenge is to automatically determine the data-structure type, and to supply the shape analysis with the necessary information about the data structu ...

Springer2010

Building a Calculus of Data Structures

Viktor Kuncak, Philippe Paul Henri Suter, Ruzica Piskac

Techniques such as verification condition generation, predicate abstraction, and expressive type systems reduce software verification to proving formulas in expressive logics. Programs and their specifications often make use of data structures such as sets ...

Springer2010

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Tas de Fibonacci

Faster Monotone Min-Plus Product, Range Mode, and Single Source Replacement Paths

Detailed Heap Profiling

Detailed heap profiling

Limitations of Partial Compaction: Towards Practical Bounds

Symbolic Resource Bound Inference

Bridging Islands of Specialized Code using Macros and Reified Types

Using Reified Types for Specialization

Shape Refinement through Explicit Heap Analysis

Software Verification by Combining Program Analyses of Adjustable Precision

Building a Calculus of Data Structures

Graph Chatbot

Chattez avec Graph Search

Software Verification by Combining Program Analyses of Adjustable Precision

Using Reified Types for Specialization

Symbolic Resource Bound Inference

Detailed heap profiling

Bridging Islands of Specialized Code using Macros and Reified Types

Faster Monotone Min-Plus Product, Range Mode, and Single Source Replacement Paths

Limitations of Partial Compaction: Towards Practical Bounds

Shape Refinement through Explicit Heap Analysis

Building a Calculus of Data Structures

Detailed Heap Profiling