Full Class

ASHA Leader ◽  
2015 ◽  
Vol 20 (1) ◽  
pp. 36-39 ◽  
Author(s):  
Carol Dudding
Keyword(s):  
2017 ◽  
Vol 3 (1) ◽  
pp. 7-19
Author(s):  
Rebecca A. Bull Schaefer

Although the annual performance review has received much criticism from practitioners and researchers alike, organizations continue to use coaching and/or reviews to maximize employee effectiveness and minimize liabilities. A semester class is a great context to practice skills relating to tracking and reviewing performance. This article describes how management instructors can implement performance reviews as an experiential exercise designed to improve students’ confidence related to receiving performance feedback. During a “Performance Appraisal Week,” instructors conduct individual performance reviews designed to discuss individual students’ class performance and elicit student–teacher feedback. Students experience the emotions of a professional face-to-face review, practice multiple-source and multiple-measure feedback interpretation, engage in performance-related dialogue, and consider plans to meet goals. During a full-class reflection and debrief, students apply concepts and discuss elements of performance management systems, and they build their confidence in how to navigate performance-related feedback discussions.


1974 ◽  
Vol 39 (3) ◽  
pp. 519-548 ◽  
Author(s):  
Stål O. Aanderaa ◽  
Harry R. Lewis

Let Q be the class of closed quantificational formulas ∀x∃u∀yM without identity such that M is a quantifier-free matrix containing only monadic and dyadic predicate letters and containing no atomic subformula of the form Pyx or Puy for any predicate letter P. In [DKW] Dreben, Kahr, and Wang conjectured that Q is a solvable class for satisfiability and indeed contains no formula having only infinite models. As evidence for this conjecture they noted the solvability of the subclass of Q consisting of those formulas whose atomic subformulas are of only the two forms Pxy, Pyu and the fact that each such formula that has a model has a finite model. Furthermore, it seemed likely that the techniques used to show this subclass solvable could be extended to show the solvability of the full class Q, while the syntax of Q is so restricted that it seemed impossible to express in formulas of Q any unsolvable problem known at that time.In 1966 Aanderaa refuted this conjecture. He first constructed a very complex formula in Q having an infinite model but no finite model, and then, by an extremely intricate argument, showed that Q (in fact, the subclass Q2 defined below) is unsolvable ([Aa1], [Aa2]). In this paper we develop stronger tools in order to simplify and extend the results of [Aa2]. Specifically, we show the unsolvability of an apparently new combinatorial problem, which we shall call the linear sampling problem (defined in §1.2 and §2.3). From the unsolvability of this problem there follows the unsolvability of two proper subclasses of Q, which we now define. For each i ≥ 0, let Pi be a dyadic predicate letter and let Ri be a monadic predicate letter.


1976 ◽  
Vol 41 (2) ◽  
pp. 341-362 ◽  
Author(s):  
Harry R. Lewis

Let Kr be the class of all those quantificational formulas whose matrices are conjunctions of binary disjunctions of signed atomic formulas. Decision problems for subclasses of Kr do not invariably coincide with those for the corresponding classes of quantificational formulas with unrestricted matrices; for example, the ∀∃∀ prefix subclass of Kr is solvable, but the full ∀∃∀ class is not ([AaLe],- [KMW]). Moreover, the straightforward encodings of automata which have been used to show the unsolvability of various subclasses of Kr ([Aa], [Bö], [AaLe]) yield but little information about signature subclasses, i.e. subclasses determined by the number and degrees of the predicate letters occurring in a formula. By a new and highly complex construction Theorem 1 establishes the best possible result on classification by signature.Theorem 1. Let C be the class of all formulas in Kr with a single predicate letter, which is dyadic; then C is a reduction class for satisfiability.Thus a signature subclass of Kr is solvable just in case the corresponding class of unrestricted quantificational formulas is solvable, to wit, just in case no predicate letter of degree exceeding one may occur. To obtain a richer classification by signature we consider further restrictions on the matrix. Let Or be the class of formulas in Kr having disjunctive normal forms with only two disjuncts. Theorem 2 sharpens Orevkov's proof of the unsolvability of Or ([Or]; see also [LeGo]).Theorem 2. Let D be the class of formulas in Or with just two predicate letters, both pentadic; then D is a reduction class for satisfiability.


2020 ◽  
Vol 8 (2) ◽  
pp. 58-71
Author(s):  
Neil Grainger Allison

Constructs such as engagement and FLOW have been well-developed and studied in education contexts. Sustained attention, a distinct but related concept, has been less studied, particularly in the language classroom and foreign language medium education. In a case study involving mixed methods, predominantly structured qualitative data, student attention was measured repeatedly during a university pre-sessional EAP course. The aim was to compare with previous research on the relationship between attention and time/stages of lessons and reveal any additional attention patterns based on interaction types (group work, individual work, full class). In addition, repeated surveys were used to reveal what students perceived as damaging to attention and also the perceived value of exercise breaks. Results suggested significance in attention changes over time and between teacher talking time, group work and individual interaction types. The study design itself forms a simple and effective tool to improve classroom life including teachers’ monitoring of class dynamics and for students, a means of self-reflection to increase learning performance. 


2020 ◽  
Vol 34 (04) ◽  
pp. 5199-5206
Author(s):  
Siddharth Mitra ◽  
Aditya Gopalan

We study how to adapt to smoothly-varying (‘easy’) environments in well-known online learning problems where acquiring information is expensive. For the problem of label efficient prediction, which is a budgeted version of prediction with expert advice, we present an online algorithm whose regret depends optimally on the number of labels allowed and Q* (the quadratic variation of the losses of the best action in hindsight), along with a parameter-free counterpart whose regret depends optimally on Q (the quadratic variation of the losses of all the actions). These quantities can be significantly smaller than T (the total time horizon), yielding an improvement over existing, variation-independent results for the problem. We then extend our analysis to handle label efficient prediction with bandit (partial) feedback, i.e., label efficient bandits. Our work builds upon the framework of optimistic online mirror descent, and leverages second order corrections along with a carefully designed hybrid regularizer that encodes the constrained information structure of the problem. We then consider revealing action-partial monitoring games – a version of label efficient prediction with additive information costs – which in general are known to lie in the hard class of games having minimax regret of order T2/3. We provide a strategy with an O((Q*T)1/3 bound for revealing action games, along with one with a O((QT)1/3) bound for the full class of hard partial monitoring games, both being strict improvements over current bounds.


Author(s):  
Luís Eduardo de Souza Amorim ◽  
Eelco Visser

Abstract SDF3 is a syntax definition formalism that extends plain context-free grammars with features such as constructor declarations, declarative disambiguation rules, character-level grammars, permissive syntax, layout constraints, formatting templates, placeholder syntax, and modular composition. These features support the multi-purpose interpretation of syntax definitions, including derivation of type schemas for abstract syntax tree representations, scannerless generalized parsing of the full class of context-free grammars, error recovery, layout-sensitive parsing, parenthesization and formatting, and syntactic completion. This paper gives a high level overview of SDF3 by means of examples and provides a guide to the literature for further details.


Author(s):  
Eike Best ◽  
Raymond Devillers ◽  
Evgeny Erofeev ◽  
Harro Wimmel

When a Petri net is synthesised from a labelled transition system, it is frequently desirable that certain additional constraints are fulfilled. For example, in circuit design, one is often interested in constructing safe Petri nets. Targeting such subclasses of Petri nets is not necessarily computationally more efficient than targeting the whole class. For example, targeting safe nets is known to be NP-complete while targeting the full class of place/transition nets is polynomial, in the size of the transition system. In this paper, several classes of Petri nets are examined, and their suitability for being targeted through efficient synthesis from labelled transition systems is studied and assessed. The focus is on choice-free Petri nets and some of their subclasses. It is described how they can be synthesised efficiently from persistent transition systems, summarising and streamlining in tutorial style some of the authors’ and their groups’ work over the past few years.


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