The Hebrew University of Jerusalem Department of Linguistics Evaluation Report
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The Infinitive in Biblical Hebrew
BHLaP 2 June 26-28, 2018 The Hebrew University of Jerusalem The Infinitive in Biblical Hebrew Edit Doron, The Hebrew University of Jerusalem 1. Introduction Biblical Hebrew (BH) verbal forms manifest rich inflection within the finite (Fin) clause, encoding the functional categories of temporality (T), mood (Mood), grammatical aspect (Asp), and modality (Mod). These categories have been widely discussed in the literature, and their relative role is still under debate (recently Hatav 1997, 2008, Joosten 2002, Cook 2006, 2012 and others). In particular, Asp and Mod have proven hard to disentangle in the morphology of the BH verb. The present work will reflect this by assuming that these two categories are composed together as Asp/Mod (AM) in the inflection of the verb. Objectives of the paper are to show that: I. The same functional categories which determine the inflection of the BH finite verb also determine the feature specification of the BH infinitive. (In particular, the functional categories of the BH infinitive are clausal rather than nominal (section 4).) II. BH has a single infinitive combined with different inflectional categories, yielding the so-called Infinitive Absolute and Infinitive Construct, which, together with the finite (Fin) verb, gives rise to 4 clause types: Fin, Poss-inf, PRO-inf, and Nom-inf. III. These clause types are classified by their highest functional projection TFin, T, AM, Mood, which accounts for their distribution. IV. There is a concomitant 4-way alternation of attachment options of subject and object clitics to the verb: [+Scl+Ocl], [+Scl−Ocl], [−Scl+Ocl], [−Scl−Ocl]. The examples in (1) illustrate, using the same verb remember, the Fin and infinitival clause types in their typical functions. -
Table of Contents
Table of Contents Vision Statement 5 Strengthening the Intellectual Community 7 Academic Review 17 Recognition of Excellence 20 New Faculty 26 Student Prizes and Scholarships 28 News from the Faculties and Schools 29 Institute for Advanced Studies 47 Saltiel Pre‐Academic Center 49 Truman Institute for the Advancement of Peace 50 The Authority for Research Students 51 The Library Authority 54 In Appreciation 56 2009 Report by the Rector Back ACADEMIC DEVELOPMENTS VISION STATEMENT The academic year 2008/2009, which is now drawing to its end, has been a tumultuous one. The continuous budgetary cuts almost prevented the opening of the academic year, and we end the year under the shadow of the current global economic crisis. Notwithstanding these difficulties, the Hebrew University continues to thrive: as the present report shows, we have maintained our position of excellence. However the name of our game is not maintenance, but rather constant change and improvement, and despite the need to cut back and save, we have embarked on several new, innovative initiatives. As I reflect on my first year as Rector of the Hebrew University, the difficulties fade in comparison to the feeling of opportunity. We are fortunate to have the ongoing support of our friends, both in Israel and abroad, which is a constant reminder to us of the significance of the Hebrew University beyond its walls. Prof. Menachem Magidor is stepping down after twelve years as President of the University: it has been an enormous privilege to work with him during this year, and benefit from his experience, wisdom and vision. -
1 Doron, Edit, Malka Rappaport Hovav, Yael Reshef, and Moshe Taube
Doron, Edit, Malka Rappaport Hovav, Yael Reshef, and Moshe Taube (eds.). 2019. Linguistic Contact, Continuity and Change in the Genesis of Modern Hebrew. Amsterdam: John Benjamins. 1. Introduction Edit Doron, Malka Rappaport Hovav, Yael Reshef, and Moshe Taube 1.1 Hebrew and the question of language continuity This volume discusses empirical and theoretical issues having to do with the emergence of Modern Hebrew (MH) and with phenomena in other languages which shed light on the special case of Hebrew. The emergence of MH is an unprecedented phenomenon in that it is the only documented case of a language which had no native speakers for over a millennium and subsequently became the native language of an entire society (see the historical overview in 1.3 below). Despite the fact that Hebrew ceased to be a spoken language in the 3rd century CE, the language continued to be used, not only as a sacred liturgical language used in rote, but as a written language which produced new texts over the ages in both religious and secular matters. Today MH is the native language of the majority of speakers in Israel and is estimated to have over 9 million speakers around the world. It is developing as any other language in a multi-cultural setting and is thus not inherently different from any other spoken language. However, the history of the language over the ages is unique in many respects. The research reported in this volume probes issues which can further our understanding of the nature of Hebrew over the ages and the relation of MH to the Hebrew of earlier stages. -
Computability Computability Computability Turing, Gödel, Church, and Beyond Turing, Gödel, Church, and Beyond Edited by B
computer science/philosophy Computability Computability Computability turing, Gödel, Church, and beyond turing, Gödel, Church, and beyond edited by b. Jack Copeland, Carl J. posy, and oron Shagrir edited by b. Jack Copeland, Carl J. posy, and oron Shagrir Copeland, b. Jack Copeland is professor of philosophy at the ContributorS in the 1930s a series of seminal works published by university of Canterbury, new Zealand, and Director Scott aaronson, Dorit aharonov, b. Jack Copeland, martin Davis, Solomon Feferman, Saul alan turing, Kurt Gödel, alonzo Church, and others of the turing archive for the History of Computing. Kripke, Carl J. posy, Hilary putnam, oron Shagrir, Stewart Shapiro, Wilfried Sieg, robert established the theoretical basis for computability. p Carl J. posy is professor of philosophy and member irving Soare, umesh V. Vazirani editors and Shagrir, osy, this work, advancing precise characterizations of ef- of the Centers for the Study of rationality and for lan- fective, algorithmic computability, was the culmina- guage, logic, and Cognition at the Hebrew university tion of intensive investigations into the foundations of Jerusalem. oron Shagrir is professor of philoso- of mathematics. in the decades since, the theory of phy and Former Chair of the Cognitive Science De- computability has moved to the center of discussions partment at the Hebrew university of Jerusalem. He in philosophy, computer science, and cognitive sci- is currently the vice rector of the Hebrew university. ence. in this volume, distinguished computer scien- tists, mathematicians, logicians, and philosophers consider the conceptual foundations of comput- ability in light of our modern understanding. Some chapters focus on the pioneering work by turing, Gödel, and Church, including the Church- turing thesis and Gödel’s response to Church’s and turing’s proposals. -
Formalizing Common Sense Reasoning for Scalable Inconsistency-Robust Information Integration Using Direct Logictm Reasoning and the Actor Model
Formalizing common sense reasoning for scalable inconsistency-robust information integration using Direct LogicTM Reasoning and the Actor Model Carl Hewitt. http://carlhewitt.info This paper is dedicated to Alonzo Church, Stanisław Jaśkowski, John McCarthy and Ludwig Wittgenstein. ABSTRACT People use common sense in their interactions with large software systems. This common sense needs to be formalized so that it can be used by computer systems. Unfortunately, previous formalizations have been inadequate. For example, because contemporary large software systems are pervasively inconsistent, it is not safe to reason about them using classical logic. Our goal is to develop a standard foundation for reasoning in large-scale Internet applications (including sense making for natural language) by addressing the following issues: inconsistency robustness, classical contrapositive inference bug, and direct argumentation. Inconsistency Robust Direct Logic is a minimal fix to Classical Logic without the rule of Classical Proof by Contradiction [i.e., (Ψ├ (¬))├¬Ψ], the addition of which transforms Inconsistency Robust Direct Logic into Classical Logic. Inconsistency Robust Direct Logic makes the following contributions over previous work: Direct Inference Direct Argumentation (argumentation directly expressed) Inconsistency-robust Natural Deduction that doesn’t require artifices such as indices (labels) on propositions or restrictions on reiteration Intuitive inferences hold including the following: . Propositional equivalences (except absorption) including Double Negation and De Morgan . -Elimination (Disjunctive Syllogism), i.e., ¬Φ, (ΦΨ)├T Ψ . Reasoning by disjunctive cases, i.e., (), (├T ), (├T Ω)├T Ω . Contrapositive for implication i.e., Ψ⇒ if and only if ¬⇒¬Ψ . Soundness, i.e., ├T ((├T) ⇒ ) . Inconsistency Robust Proof by Contradiction, i.e., ├T (Ψ⇒ (¬))⇒¬Ψ 1 A fundamental goal of Inconsistency Robust Direct Logic is to effectively reason about large amounts of pervasively inconsistent information using computer information systems. -
An Observation About Truth
An Observation about Truth (with Implications for Meaning and Language) Thesis submitted for the degree of “Doctor of Philosophy” By David Kashtan Submitted to the Senate of the Hebrew University of Jerusalem November 2017 i This work was carried out under the supervision of: Prof. Carl Posy ii Racheli Kasztan-Czerwonogórze i Avigail Kasztan-Czerwonogórze i ich matce iii Acknowledgements I am the proximal cause of this dissertation. It has many distal causes, of which I will give only a partial list. During the several years in which this work was in preparation I was lucky to be supported by several sources. For almost the whole duration of my doctoral studies I was a funded doctoral fellow at the Language, Logic and Cognition Center. The membership in the LLCC has been of tremendous significance to my scientific education and to the final shape and content of this dissertation. I thank especially Danny Fox, from whom I learnt how linguistics is done (though, due to my stubbornness, not how to do it) and all the other members of this important place, past and present, and in particular Lital Myers who makes it all come together. In the years 2011-2013 I was a funded participant in an inter-university research and study program about Kantian philosophy. The program was organized by Ido Geiger and Yakir Levin from Ben-Gurion University, and by Eli Friedlander, Ofra Rechter and Yaron Senderowicz from Tel-Aviv University. The atmosphere in the program was one of intimacy and devotion to philosophy; I predict we will soon witness blossoms, the seeds of which were planted there. -
The Faculty of Humanities
The Faculty of Humanities Department of Linguistics Self-Evaluation Report December 2011 Executive Summary A short summary of the main strengths and weaknesses that were pointed out in the self- evaluation process. The Department of Linguistics of the Hebrew University of Jerusalem consists of two programs (‘tracks’), each with its own scientific and pedagogical approach. This structure is the result of the merge of two programs, the Linguistics Department (now the ‘Structural track’) and the linguistics track of the Department of English Language and Literature (now the ‘Generative track’), both of which house faculty members with diverse specializations who work in a number of theoretical and methodological frameworks. Since the merge is very recent (since 2008) these two tracks are at present very much autonomous within the department in terms of programs of study, the setting of goals and learning outcomes, evaluation processes, and – in principle – hiring; moreover, they are quite different in terms of academic culture. This diversity is one of our main strengths: nowhere in Israel does this combination of theoretical and methodological approaches exist, and it is also rare abroad, where departments tend on the whole to be either generative or non-generative. We strongly feel that the unique make-up of our department, with a cadre of linguists who specialize in careful descriptive analysis of specific languages, as well as in typological, historical and comparative treatment of several languages, on the one hand, and linguists working in more cognitively and formally oriented frameworks, on the other, provides the basis for the development of an extremely strong department offering a wide range of opportunities to students with varying academic interests. -
Intelligence and Artificial Intelligence
We invite applications to participate in the 4th Intercontinental Academia dedicated to Intelligence and Artificial Intelligence Opening online session: 13-18 June 2021 1st workshop in Paris, France: 18-27 October 2021 2nd workshop in Belo Horizonte, Brazil: 6-15 June 2022 Call for fellows Deadline: March 31, 2021 (6 pm CET) The Intercontinental Academia (ICA) seeks to create a global network of future research leaders in which some of the very best early/mid-career scholars will work together on paradigm-shifting cross-disciplinary research, mentored by some of the most eminent researchers from across the globe. In order to achieve this high objective, we organize in a year three immersive and intense sessions. The experience is expected to transform the scholar's own approach to research, enhance their awareness of the work, relevance and potential impact of other disciplines, and to inspire and facilitate new collaborations between distant disciplines. Our aim is to make a real, yet volatile, intellectual cocktail that leads to meaningful exchange and long-lasting outputs. The theme Intelligence and Artificial Intelligence have been selected to provide a framework for stimulating intellectual exchange in 2021-2022. The past decades have witnessed an impressive progress in cognitive science, neuroscience and artificial intelligence. Beside the decisive scientific advances that have been accomplished in the analysis of brain activity and its behavioral counterparts or in the information processing sciences (machine learning, wearable sensors…), several fundamental and broader questions of deep interdisciplinary nature have been arising. As artificial intelligence and neuroscience/cognitive science seem to show significant complementarities, a key question is to inquire to which extent these complementarities should drive research in both areas and how to optimize synergies. -
Quo Vadis Morphology? MMM10 On-Line Proceedings
Quo vadis morphology? MMM10 On-line Proceedings Edited by: Jenny Audring Francesca Masini Wendy Sandler UNIVERSITY OF LEIDEN | UNIVERSITY OF BOLOGNA | UNIVERSITY OF HAIFA Quo vadis morphology? MMM10 On-line Proceedings Edited by: Jenny Audring Francesca Masini Wendy Sandler On-line Proceedings of the Tenth Mediterranean Morphology Meeting (MMM10) Haifa, Israel, 7-10 September 2015 UNIVERSITY OF LEIDEN | UNIVERSITY OF BOLOGNA | UNIVERSITY OF HAIFA The MMM Permanent Committee Jenny Audring (Leiden University) Geert Booij (Leiden University) Nikos Koutsoukos (Université catholique de Louvain) Francesca Masini (University of Bologna) Angela Ralli (University of Patras) Sergio Scalise (University of Bologna) on-line proceedings of the mediterranean morphology meetings ISSN: 1826-7491 MMM10 Online Proceedings iii Table of contents Foreword ......................................................................................................................................... v Abstracts ......................................................................................................................................... vi Suspended affixation with derivational suffixes and lexical integrity Faruk Akkuş .................................................................................................................................... 1 The Semitic templates from the perspective of reciprocal predicates Elitzur A. Bar-Asher Siegal .......................................................................................................... 16 -
A Bibliography of Publications of Alan Mathison Turing
A Bibliography of Publications of Alan Mathison Turing Nelson H. F. Beebe University of Utah Department of Mathematics, 110 LCB 155 S 1400 E RM 233 Salt Lake City, UT 84112-0090 USA Tel: +1 801 581 5254 FAX: +1 801 581 4148 E-mail: [email protected], [email protected], [email protected] (Internet) WWW URL: http://www.math.utah.edu/~beebe/ 24 August 2021 Version 1.227 Abstract This bibliography records publications of Alan Mathison Turing (1912– 1954). Title word cross-reference 0(z) [Fef95]. $1 [Fis15, CAC14b]. 1 [PSS11, WWG12]. $139.99 [Ano20]. $16.95 [Sal12]. $16.96 [Kru05]. $17.95 [Hai16]. $19.99 [Jon17]. 2 [Fai10b]. $21.95 [Sal12]. $22.50 [LH83]. $24.00/$34 [Kru05]. $24.95 [Sal12, Ano04, Kru05]. $25.95 [KP02]. $26.95 [Kru05]. $29.95 [Ano20, CK12b]. 3 [Ano11c]. $54.00 [Kru05]. $69.95 [Kru05]. $75.00 [Jon17, Kru05]. $9.95 [CK02]. H [Wri16]. λ [Tur37a]. λ − K [Tur37c]. M [Wri16]. p [Tur37c]. × [Jon17]. -computably [Fai10b]. -conversion [Tur37c]. -D [WWG12]. -definability [Tur37a]. -function [Tur37c]. 1 2 . [Nic17]. Zycie˙ [Hod02b]. 0-19-825079-7 [Hod06a]. 0-19-825080-0 [Hod06a]. 0-19-853741-7 [Rus89]. 1 [Ano12g]. 1-84046-250-7 [CK02]. 100 [Ano20, FB17, Gin19]. 10011-4211 [Kru05]. 10th [Ano51]. 11th [Ano51]. 12th [Ano51]. 1942 [Tur42b]. 1945 [TDCKW84]. 1947 [CV13b, Tur47, Tur95a]. 1949 [Ano49]. 1950s [Ell19]. 1951 [Ano51]. 1988 [Man90]. 1995 [Fef99]. 2 [DH10]. 2.0 [Wat12o]. 20 [CV13b]. 2001 [Don01a]. 2002 [Wel02]. 2003 [Kov03]. 2004 [Pip04]. 2005 [Bro05]. 2006 [Mai06, Mai07]. 2008 [Wil10]. 2011 [Str11]. 2012 [Gol12]. 20th [Kru05]. 25th [TDCKW84]. -
Is the Whole Universe a Computer?
CHAPTER 41 Is the whole universe a computer? JACK COPELAND, MARK SPREVAK, and ORON SHAGRIR The theory that the whole universe is a computer is a bold and striking one. It is a theory of everything: the entire universe is to be understood, fundamentally, in terms of the universal computing machine that Alan Turing introduced in 1936. We distinguish between two versions of this grand-scale theory and explain what the universe would have to be like for one or both versions to be true. Spoiler: the question is in fact wide open – at the present stage of science, nobody knows whether it's true or false that the whole universe is a computer. But the issues are as fascinating as they are important, so it's certainly worthwhile discussing them. We begin right at the beginning: what exactly is a computer? What is a computer? To start with the obvious, your laptop is a computer. But there are also computers very different from your laptop – tiny embedded computers inside watches, and giant networked supercomputers like China’s Tianhe-2, for example. So what feature do all computers have in common? What is it that makes them all computers? Colossus was a computer, even though (as Chapter 14 explained) it did not make use of stored programs and could do very few of the things that your laptop can do (not even long multiplication). Turing's ACE (Chapters 21 and 22) was a computer, even though its design was dissimilar from that of your laptop – for example, the ACE had no central processing unit (CPU), and moreover it stored its data and programs in the form of 'pings' of supersonic sound travelling along tubes of liquid. -
Abstracts Booklet
1 TURING CENTENARY CONFERENCE CiE 2012: How the World Computes University of Cambridge 18-23 June, 2012 ABSTRACTS OF INFORMAL PRESENTATIONS I Table of Contents Collective Reasoning under Uncertainty and Inconsistency ............. 1 Martin Adamcik Facticity as the amount of self-descriptive information in a data set ..... 2 Pieter Adriaans Towards a Type Theory of Predictable Assembly ...................... 3 Assel Altayeva and Iman Poernomo Worst case analysis of non-local games ............................... 4 Andris Ambainis, Art¯ursBaˇckurs,Kaspars Balodis, Agnis Skuˇskovniks,ˇ Juris Smotrovs and Madars Virza Numerical evaluation of the average number of successive guesses ....... 5 Kerstin Andersson Turing-degree of first-order logic FOL and reducing FOL to a propositional logic ................................................ 6 Hajnal Andr´ekaand Istv´anN´emeti Computing without a computer: the analytical calculus by means of formalizing classical computer operations ............................ 7 Vladimir Aristov and Andrey Stroganov On Models of the Modal Logic GL .................................. 8 Ilayda˙ Ate¸sand C¸i˘gdemGencer 0 1-Genericity and the Π2 Enumeration Degrees ........................ 9 Liliana Badillo and Charles Harris A simple proof that complexity of complexity can be large, and that some strings have maximal plain Kolmogorov complexity and non-maximal prefix-free complexity. ................................. 10 Bruno Bauwens When is the denial inequality an apartness relation? ................... 11 Josef