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On minimal unsatisfiability and time-space trade-offs for k-DNF resolution

A well-known theorem by Tarsi states that a minimally unsatisfiable CNF formula with m clauses can have at most m - 1 variables, and this bound is exact. In the context of proving lower bounds on proof space in k-DNF resolution, [Ben-Sasson and Nordström 2009] extended the concept of minimal unsatisfiability to sets of k-DNF formulas and proved that a minimally unsatisfiable k-DNF set with m formu

On the relative strength of pebbling and resolution

The last decade has seen a revival of interest in pebble games in the context of proof complexity. Pebbling has proven to be a useful tool for studying resolution-based proof systems when comparing the strength of different subsystems, showing bounds on proof space, and establishing size-space trade-offs. The typical approach has been to encode the pebble game played on a graph as a CNF formula an

A simplified way of proving trade-off results for resolution

We present a greatly simplified proof of the length-space trade-off result for resolution in [P. Hertel, T. Pitassi, Exponential time/space speedups for resolution and the PSPACE-completeness of black-white pebbling, in: Proceedings of the 48th Annual IEEE Symposium on Foundations of Computer Science (FOCS '07), Oct. 2007, pp. 137-149], and also prove a couple of other theorems in the same vein. W

Narrow proofs may be spacious : Separating space and width in resolution

The width of a resolution proof is the maximal number of literals in any clause of the proof. The space of a proof is the maximal number of clauses kept in memory simultaneously if the proof is only allowed to infer new clauses from clauses currently in memory. Both of these measures have previously been studied and related to the resolution refutation size of unsatisfiable conjunctive normal form

Short proofs may be spacious : An optimal separation of space and length in resolution

A number of works have looked at the relationship between length and space of resolution proofs. A notorious question has been whether the existence of a short proof implies the existence of a proof that can be verified using limited space. In this paper we resolve the question by answering it negatively in the strongest possible way. We show that there are families of 6-CNF formulas of size n, fo

Towards an optimal separation of space and length in resolution

Most state-of-the-art satisfiability algorithms today are variants of the DPLL procedure augmented with clause learning. The main bottleneck for such algorithms, other than the obvious one of time, is the amount of memory used, fn the field of proof complexity, the resources of time and memory correspond to the length and space of resolution proofs. There has been a long line of research trying to

Narrow proofs may be spacious : Separating space and width in resolution

The width of a resolution proof is the maximal number of literals in any clause of the proof. The space of a proof is the maximal number of clauses kept in memory simultaneously if the proof is only allowed to infer new clauses from clauses currently in memory. Both of these measures have previously been studied and related to the resolution refutation size of unsatisfiable CNF formulas. Also, the

A network analysis of clinical variables in chronic pain: a study from the Swedish quality registry for pain rehabilitation (SQRP)

Background. Efforts to identify specific variables that impact most on outcomes from interdisciplinary pain rehabilitation are challenged by the complexity of chronic pain. Methods to manage this complexity are needed. The purpose of the study was to determine the network structure entailed in a set of self-reported variables, examine change, and look at potential predictors of outcome, from a net

Yrkesutbildning på undantag? : Att bryta den låga attraktionskraften

2011 är ett viktigt år för den svenska gymnasieutbildningen. Genom en omfattande gymnasiereform, förkortad GY11, sjösattes den nya gymnasieskolan. Genom GY11 skulle yrkesutbildningarna lägga större betoning på yrkesämnena, ha karaktären av färdigutbildning, avslutas med en yrkesexamen samt bli mer avnämarstyrda och präglade av arbetslivets behov. Förhoppningen var att yrkesutbildningarna skulle bl

Varför skriva en bok om yrkesutbildningens attraktionskraft?

I det inledande kapitlet av antologin motiveras fokus i boken såväl som yrkesutbildningens attraktionskraft lyfts fram i siffror. Därutöver diskuteras betydelsen av att uppmärksamma yrkesutbildningens attraktionskraft. Det inledande kapitlet avslutas med en presentation av bokens disposition.

Hur kan den gymnasiala yrkesutbildningens låga attraktionskraft förklaras?

Syftet med detta kapitel är att förklara yrkesutbildningens låga attraktionskraft genom att illustrera framväxten av det utbildnings-politiska paradigm som lagt grunden för den svenska utbildningspolitikens ideologiska grundvalar. Detta görs genom att studera utbildningspolitiska texter samt analysera föreställningar om yrkesutbildningar bland utbildningsforskare och skolrepresentanter på kommunal

Hur reflekterar högstadieelever? : Yrkesutbildningens attraktionskraft inför gymnasievalet

I detta kapitel undersöks yrkesutbildningens attraktionskraft sett ur högstadieelevers perspektiv. Kapitlet omfattar tre rubriker. Under den första diskuteras den använda metoden för empiriinsamling samt urvalet av kommuner. Därefter redovisas det empiriska materialet under en separat rubrik som svarar på antologins första fråga (Vad vet vi om den gymnasiala yrkesutbildningens attraktionskraft?) u

Yrkesutbildningens låga attraktionskraft : Ett problem utan lösning?

Det avslutande kapitlet omfattar en sammanfattning av de analyser och svar som författarna i denna bok lämnar på de tre frågor som har väglett texterna i denna antologi. Sammanfattningen kompletteras med resonemang förda i andra publikationer för att framhäva författarnas slutsatser, samtidigt är det i skrivande stund mycket svårt att hitta forskning som ger en annan bild av den svenska yrkesutbil

Assessment of Pulmonary Blood Flow in Heart Failure. Using Novel and Non-Invasive Diagnostic Methods.

In heart failure (HF), the heart is unable to pump effectively in order to satisfy the demands of the body. The elevated filling pressure seen in HF leads to accumulation of fluid in the lungs, i.e pulmonary congestion. While investigation with chest X-ray is recommended, it has limitations in detecting pulmonary congestion. Ventilation/perfusion single-photon emission computed tomography (V/P SPE