<--- Back to Details
First PageDocument Content
Concurrency control / Computing / Computer architecture / Computer engineering / Linearizability / Safe semantics / Processor register / Shared register / Atomic semantics
Date: 2015-01-14 07:29:22
Concurrency control
Computing
Computer architecture
Computer engineering
Linearizability
Safe semantics
Processor register
Shared register
Atomic semantics

Exercise 11: Counting 1 The goal of this exercise is to understand the consistency properties of the bounded max register implementation from the lecture. a) Show that if one always writes to R< if i < M , regardless of

Add to Reading List

Source URL: resources.mpi-inf.mpg.de

Download Document from Source Website

File Size: 106,33 KB

Share Document on Facebook

Similar Documents

Exercise 11: Counting 1 The goal of this exercise is to understand the consistency properties of the bounded max register implementation from the lecture. a) Show that if one always writes to R< if i < M , regardless of

Exercise 11: Counting 1 The goal of this exercise is to understand the consistency properties of the bounded max register implementation from the lecture. a) Show that if one always writes to R< if i < M , regardless of

DocID: 1rr1Z - View Document

Aspects Made Explicit for Safe Transactional Semantics Kevin Hoffman Purdue University   1. Introduction

Aspects Made Explicit for Safe Transactional Semantics Kevin Hoffman Purdue University 1. Introduction

DocID: 1m8nb - View Document

Macros as Multi-Stage Computations: Type-Safe, Generative, Binding Macros in MacroML ∗  Steven E. Ganz †

Macros as Multi-Stage Computations: Type-Safe, Generative, Binding Macros in MacroML ∗ Steven E. Ganz †

DocID: 15AWZ - View Document

Safe|A Semantic Technique for Transforming Programs in the Presence of Errors ALEXANDER AIKEN University of California, Berkeley and JOHN H. WILLIAMS and EDWARD L. WIMMERS

Safe|A Semantic Technique for Transforming Programs in the Presence of Errors ALEXANDER AIKEN University of California, Berkeley and JOHN H. WILLIAMS and EDWARD L. WIMMERS

DocID: 13Zvt - View Document

Safe Formulas in the General Theory of Stable Models (Preliminary Report) Joohyung Lee1 , Vladimir Lifschitz2 , and Ravi Palla1 1 2

Safe Formulas in the General Theory of Stable Models (Preliminary Report) Joohyung Lee1 , Vladimir Lifschitz2 , and Ravi Palla1 1 2

DocID: Q3nT - View Document