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The House Carpenter | Singing "Amazing Grace" all the way to the Swiss banks

Singing "Amazing Grace" all the way to the Swiss banks

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The House Carpenter | Singing "Amazing Grace" all the way to the Swiss banks | thehousecarpenter.wordpress.com Reviews
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The House Carpenter | Singing "Amazing Grace" all the way to the Swiss banks | thehousecarpenter.wordpress.com Reviews

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Singing "Amazing Grace" all the way to the Swiss banks

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The House Carpenter | Singing "Amazing Grace" all the way to the Swiss banks | Page 2

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Singing Amazing Grace all the way to the Swiss banks. Newer posts →. Vowel-initial and vowel-final roots in Proto-Indo-European. 27 August, 2016. PIE root.) It is also commonly supposed that every root had at least one consonant on either side of its vowel; in other words, that there were no roots which began or ended with the vowel (Fortson 2004: 71). And vowel-final roots (e.g. fly. So do Latin, Greek and Sanskrit (cf. S. aj-. 8216;drive’, G. ἀγ-. 8216;lead’, L. ag-. 8216;do’), and L. dō-. 8211; respec...

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A very simple stochastic model of diachronic change | The House Carpenter

https://thehousecarpenter.wordpress.com/2016/11/27/a-very-simple-stochastic-model-of-diachronic-change

Singing Amazing Grace all the way to the Swiss banks. Greenberg’s Universal 38 and its diachronic implications. Bonferroni’s inequalities and the inclusion-exclusion principle →. A very simple stochastic model of diachronic change. 27 November, 2016. 1 The discrete process. Consider an entity (for example, a language) which may or may not have a particular property (for example, obligatory coding of grammatical number). For convenience and interpretation-neutrality, we shall say that the entity is. These...

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Bonferroni’s inequalities and the inclusion-exclusion principle | The House Carpenter

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Singing Amazing Grace all the way to the Swiss banks. A very simple stochastic model of diachronic change. The mathematics of surprise, part 1 →. Bonferroni’s inequalities and the inclusion-exclusion principle. 2 January, 2017. A non-negative real- or ∞-valued mapping. Of sets is said to be. If and only if for every pair of disjoint sets. Which are a special sort of field of sets, that are. Which is a stronger property than finite additivity). Of sets of any. Union of pairwise disjoint sets in. 0, we have.

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Greenberg’s Universal 38 and its diachronic implications | The House Carpenter

https://thehousecarpenter.wordpress.com/2016/11/06/greenbergs-universal-38-and-its-diachronic-implications

Singing Amazing Grace all the way to the Swiss banks. That’s OK, but this’s not OK? A very simple stochastic model of diachronic change →. Greenberg’s Universal 38 and its diachronic implications. 6 November, 2016. This post is being written hastily and therefore may be more incomprehensible than usual. Greenberg’s Universal 38 says:. And the accusative suffix is. The language would then end up with nominative. Suffix added to them, so that you get a shift from accusative to ergative morphosyntactic alig...

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My philosophy on how to create family auxlangs – Hawks and Handsaws

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And my quest to understand similarities which underlie differences. September 9, 2016. September 9, 2016. My philosophy on how to create family auxlangs. Content note: this essay detailing my opinions on how to go about a certain type of artificial language construction also turned into an incomplete exposition of two of my conlangs-in-progress. It therefore became quite long. Many of the invented words I use in these examples were decided on the fly and are nowhere near set in stone. Do things the way I...

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Jabal al-Lughat: April 2015

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Climbing the Mountain of Languages. Monday, April 20, 2015. Archaic and innovative Islamic prayer names around the Sahara, finally out. Just a quick alert: my article about Islamic prayer time names that I discussed here almost two years ago ( post. If your institution has a subscription, you can view it at the following link:. Archaic and innovative Islamic prayer names around the Sahara. Or you could email to ask me for a copy. Lameen Souag الأمين سواق. Links to this post. Saturday, April 18, 2015.

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Jabal al-Lughat: July 2015

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Climbing the Mountain of Languages. Wednesday, July 15, 2015. How Berber is the Arabic of the Chaamba? As unfortunately foreshadowed by my last post, violence broke out again in Ghardaia recently between Chaamba and Mozabites. At least 22 were killed. Most of them Mozabite. One news item that recently made waves came from a Facebook post by Ahmed Ben Naoum, a professor of sociology at the University of Perpignan. Who, as reported by El Watan. Insists that the Chaamba (properly šʕanba. Eux-mêmes ont été a...

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Jabal al-Lughat: August 2014

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Climbing the Mountain of Languages. Thursday, August 21, 2014. Sondage pour les algériens bilingues arabe/français. Même si j'écris généralement en anglais, je suis sûr que ce blog a quelques lecteurs algériens qui sont bilingues arabe/français. Si vous appartenez à cette catégorie, et si vous avez quelques minutes pour aider une doctorante algérienne à l'Université de Florida en ses recherches linguistiques, vous pouvez faire ce sondage. Je joins la lettre que j'ai reçue. Le sondage a plusieurs listes d...

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Jabal al-Lughat: Algerian Arabic in schools? More smoke than fire

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Climbing the Mountain of Languages. Monday, August 10, 2015. Algerian Arabic in schools? More smoke than fire. She points out that nearly 10% of Algerian children repeat second grade, and argues that the solution is for the teacher to make more use of the linguistic abilities they come into school with. Public opinion in Dellys seems to be overwhelmingly against this move, and I suspect that applies to most of Algeria. The president of the teachers' union (UNPEF). Expressed its support, claiming that "in...

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Jabal al-Lughat: How Korandje made "with" agree it-with its subject

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Climbing the Mountain of Languages. Saturday, June 27, 2015. How Korandje made "with" agree it-with its subject. Korandje, the language of Tabelbala in southwestern Algeria, requires the comitative preposition "with" to agree in person and number, not with its object, but with its subject (strictly speaking, with its external argument):. ʕan bạ-yu ʕ-indz uɣudz əgga ʕa-b-yəxdəm. My friend-s I-with whom PAST I-IMPF-work. My friends with whom I was working". Lameen Souag الأمين سواق. 27 June, 2015 18:34.

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About | transcientpetersen

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Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. Notify me of new comments via email. Prequels Scene of the Day. An Aspiring Rationalist's Ramble. Safe Spaces and Weird Rituals.

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January | 2014 | Yearly Cider

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A blog about meaning, of both the existential and semantic varieties. Monthly Archives: January 2014. The Fall of Nature: A Lament. Just to forewarn you, this post will be rather different, both in style and content, from anything I’ve written here before. This is not a permanent shift in focus; I’m deliberately keeping this blog free of any theme or organization, … Continue reading →. Personal Space Bubbles and the Physical Location of the Self. Create a free website or blog at WordPress.com.

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November | 2013 | Yearly Cider

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A blog about meaning, of both the existential and semantic varieties. Monthly Archives: November 2013. It’s been nearly four months since I blogged here last. Sorry about that. Partly it’s because I’ve been busy; such is the nature of grad school. But I’ve also been questioning whether I should blog at all. Is blogging incompatible … Continue reading →. Create a free website or blog at WordPress.com.

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The House Carpenter | Singing "Amazing Grace" all the way to the Swiss banks

Singing Amazing Grace all the way to the Swiss banks. Bonferroni’s inequalities and the inclusion-exclusion principle. 2 January, 2017. A non-negative real- or ∞-valued mapping. Of sets is said to be. If and only if for every pair of disjoint sets. The most important examples of finitely additive mappings are measures, including probability measures, although not every finitely additive mapping is a measure (measures are mappings on. Which are a special sort of field of sets, that are. Of sets of any.

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