Return-path: Envelope-to: jbovlaste-admin@lojban.org Delivery-date: Tue, 29 Oct 2024 23:22:32 -0700 Received: from [192.168.123.254] (port=51364 helo=jiten.lojban.org) by 4f8f24ca47b9 with smtp (Exim 4.96) (envelope-from ) id 1t6269-0006Hz-0f for jbovlaste-admin@lojban.org; Tue, 29 Oct 2024 23:22:32 -0700 Received: by jiten.lojban.org (sSMTP sendmail emulation); Wed, 30 Oct 2024 06:22:29 +0000 From: "Apache" To: curtis289@att.net Reply-To: webmaster@lojban.org Subject: [jvsw] Definition Edited At Word so'e'u -- By krtisfranks Date: Wed, 30 Oct 2024 06:22:28 +0000 MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Message-Id: X-Spam-Score: -1.0 (-) X-Spam_score: -1.0 X-Spam_score_int: -9 X-Spam_bar: - In jbovlaste, the user krtisfranks has edited a definition of "so'e'u" in the language "English". Differences: 5,5c5,5 < $n$ is specified by the following digits; for example: "so'e'u{pare}" means "$12$ more than the floor of half" (note that atomicity of the members of the quantified set is implicitly assumed by $n$ being an integer). When the quantified set has well-defined atomic members (such as people in a population) and is finite and non-empty (hereinafter Case #1), and when $n$ is the default value aforementioned, then this word refers to the smallest cardinality which strictly exceeds half of the cardinality of the original set; if the quantified set is continuous (hereinafter Case #2), then this word refers to what may be conceptually captured by "$(1/2) + n \varepsilon$", where $n$ is as specified in the definition supra (default: $1$) and where $\varepsilon$ is an infinitesimal or similar. Without a preceding "{pi}" or "{pi'e}", the output/referent quantity in Case #1 refers to an integer which happens to equal $n$ more than the floor of half of the cardinality of the total applicable set which is being quantified; with "pi" or "pi'e" preceding this word, the quantification is converted to a relative count, which is conceptually and approximately "50% + $n \varepsilon$" (note that exact value of $N$ will affect the exact presentation of the proper mathematical formula), where the cardinality of the referent quantified set is $N$ and where $\varepsilon$ either denotes $1/N$ in Case #1 or is as described supra in Case #2. This word is good for discussion of, for example, elections which operate and decide outcomes by bare, absolute majority. See also: "{so'e}". --- > $n$ is specified by the following digits; for example: "so'e'u{pare}" means "$12$ more than the floor of half" (note that atomicity of the members of the quantified set is implicitly assumed by $n$ being an integer). When the quantified set has well-defined atomic members (such as people in a population) and is finite and non-empty (hereinafter Case #1), and when $n$ is the default value aforementioned, then this word refers to the smallest cardinality which strictly exceeds half of the cardinality of the original set; if the quantified set is continuous (hereinafter Case #2), then this word refers to what may be conceptually captured by "$(1/2) + n \varepsilon$", where $n$ is as specified in the definition supra (default: $1$) and where $\varepsilon$ is an infinitesimal or similar. Without a preceding "{pi}" or "{pi'e}", the output/referent quantity in Case #1 refers to an integer which happens to equal $n$ more than the floor of half of the cardinality of the total applicable set which is being quantified; with "pi" or "pi'e" preceding this word, the quantification is converted to a relative count, which is conceptually and approximately "50-percent + $n \varepsilon$" (note that exact value of $N$ will affect the exact presentation of the proper mathematical formula), where the cardinality of the referent quantified set is $N$ and where $\varepsilon$ either denotes $1/N$ in Case #1 or is as described supra in Case #2. This word is good for discussion of, for example, elections which operate and decide outcomes by bare, absolute majority. See also: "{so'e}". 12,12d11 < Word: slight majority, In Sense: \n13a13,13 \n> Word: slight majority, In Sense: Old Data: Definition: digit/number: $n$ (default: $1$ or $1/2$ atomic units as the case may be) more than half; barely a majority; a slight majority. Notes: $n$ is specified by the following digits; for example: "so'e'u{pare}" means "$12$ more than the floor of half" (note that atomicity of the members of the quantified set is implicitly assumed by $n$ being an integer). When the quantified set has well-defined atomic members (such as people in a population) and is finite and non-empty (hereinafter Case #1), and when $n$ is the default value aforementioned, then this word refers to the smallest cardinality which strictly exceeds half of the cardinality of the original set; if the quantified set is continuous (hereinafter Case #2), then this word refers to what may be conceptually captured by "$(1/2) + n \varepsilon$", where $n$ is as specified in the definition supra (default: $1$) and where $\varepsilon$ is an infinitesimal or similar. Without a preceding "{pi}" or "{pi'e}", the output/referent quantity in Case #1 refers to an integer which happens to equal $n$ more than the floor of half of the cardinality of the total applicable set which is being quantified; with "pi" or "pi'e" preceding this word, the quantification is converted to a relative count, which is conceptually and approximately "50% + $n \varepsilon$" (note that exact value of $N$ will affect the exact presentation of the proper mathematical formula), where the cardinality of the referent quantified set is $N$ and where $\varepsilon$ either denotes $1/N$ in Case #1 or is as described supra in Case #2. This word is good for discussion of, for example, elections which operate and decide outcomes by bare, absolute majority. See also: "{so'e}". Jargon: Gloss Keywords: Word: 50% + (1 individual), In Sense: Word: slight majority, In Sense: Word: barely a majority, In Sense: Place Keywords: New Data: Definition: digit/number: $n$ (default: $1$ or $1/2$ atomic units as the case may be) more than half; barely a majority; a slight majority. Notes: $n$ is specified by the following digits; for example: "so'e'u{pare}" means "$12$ more than the floor of half" (note that atomicity of the members of the quantified set is implicitly assumed by $n$ being an integer). When the quantified set has well-defined atomic members (such as people in a population) and is finite and non-empty (hereinafter Case #1), and when $n$ is the default value aforementioned, then this word refers to the smallest cardinality which strictly exceeds half of the cardinality of the original set; if the quantified set is continuous (hereinafter Case #2), then this word refers to what may be conceptually captured by "$(1/2) + n \varepsilon$", where $n$ is as specified in the definition supra (default: $1$) and where $\varepsilon$ is an infinitesimal or similar. Without a preceding "{pi}" or "{pi'e}", the output/referent quantity in Case #1 refers to an integer which happens to equal $n$ more than the floor of half of the cardinality of the total applicable set which is being quantified; with "pi" or "pi'e" preceding this word, the quantification is converted to a relative count, which is conceptually and approximately "50-percent + $n \varepsilon$" (note that exact value of $N$ will affect the exact presentation of the proper mathematical formula), where the cardinality of the referent quantified set is $N$ and where $\varepsilon$ either denotes $1/N$ in Case #1 or is as described supra in Case #2. This word is good for discussion of, for example, elections which operate and decide outcomes by bare, absolute majority. See also: "{so'e}". Jargon: Gloss Keywords: Word: 50% + (1 individual), In Sense: Word: barely a majority, In Sense: Word: slight majority, In Sense: Place Keywords: You can go to to see it.