The Role of Gut Microbiota in an Ischemic Stroke
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Research Brief March 2017 Publication #2017-16
Research Brief March 2017 Publication #2017-16 Flourishing From the Start: What Is It and How Can It Be Measured? Kristin Anderson Moore, PhD, Child Trends Christina D. Bethell, PhD, The Child and Adolescent Health Measurement Introduction Initiative, Johns Hopkins Bloomberg School of Every parent wants their child to flourish, and every community wants its Public Health children to thrive. It is not sufficient for children to avoid negative outcomes. Rather, from their earliest years, we should foster positive outcomes for David Murphey, PhD, children. Substantial evidence indicates that early investments to foster positive child development can reap large and lasting gains.1 But in order to Child Trends implement and sustain policies and programs that help children flourish, we need to accurately define, measure, and then monitor, “flourishing.”a Miranda Carver Martin, BA, Child Trends By comparing the available child development research literature with the data currently being collected by health researchers and other practitioners, Martha Beltz, BA, we have identified important gaps in our definition of flourishing.2 In formerly of Child Trends particular, the field lacks a set of brief, robust, and culturally sensitive measures of “thriving” constructs critical for young children.3 This is also true for measures of the promotive and protective factors that contribute to thriving. Even when measures do exist, there are serious concerns regarding their validity and utility. We instead recommend these high-priority measures of flourishing -
The Origin of the Peculiarities of the Vietnamese Alphabet André-Georges Haudricourt
The origin of the peculiarities of the Vietnamese alphabet André-Georges Haudricourt To cite this version: André-Georges Haudricourt. The origin of the peculiarities of the Vietnamese alphabet. Mon-Khmer Studies, 2010, 39, pp.89-104. halshs-00918824v2 HAL Id: halshs-00918824 https://halshs.archives-ouvertes.fr/halshs-00918824v2 Submitted on 17 Dec 2013 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Published in Mon-Khmer Studies 39. 89–104 (2010). The origin of the peculiarities of the Vietnamese alphabet by André-Georges Haudricourt Translated by Alexis Michaud, LACITO-CNRS, France Originally published as: L’origine des particularités de l’alphabet vietnamien, Dân Việt Nam 3:61-68, 1949. Translator’s foreword André-Georges Haudricourt’s contribution to Southeast Asian studies is internationally acknowledged, witness the Haudricourt Festschrift (Suriya, Thomas and Suwilai 1985). However, many of Haudricourt’s works are not yet available to the English-reading public. A volume of the most important papers by André-Georges Haudricourt, translated by an international team of specialists, is currently in preparation. Its aim is to share with the English- speaking academic community Haudricourt’s seminal publications, many of which address issues in Southeast Asian languages, linguistics and social anthropology. -
Applications the Formula Y = Mx + B Sometimes Appears with Different
PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-71 Applications The formula y = mx + b sometimes appears with different symbols. For example, instead of x, we could use the letter C. Instead of y, we could use the letter F. Then the equation becomes F = mC + b. All temperature scales are related by linear equations. For example, the temperature in degrees Fahrenheit is a linear function of degrees Celsius. © 1999, CISC: Curriculum and Instruction Steering Committee The WINNING EQUATION PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-72 Basic Temperature Facts Water freezes at: 0°C, 32°F Water Boils at: 100°C, 212°F F • (100, 212) • (0, 32) C Can you solve for m and b in F = mC + b? © 1999, CISC: Curriculum and Instruction Steering Committee The WINNING EQUATION PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-73 To find the equation relating Fahrenheit to Celsius we need m and b F – F m = 2 1 C2 – C1 212 – 32 m = 100 – 0 180 9 m = = 100 5 9 Therefore F = C + b 5 To find b, substitute the coordinates of either point. 9 32 = (0) + b 5 Therefore b = 32 Therefore the equation is 9 F = C + 32 5 Can you solve for C in terms of F? © 1999, CISC: Curriculum and Instruction Steering Committee The WINNING EQUATION PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-74 Celsius in terms of Fahrenheit 9 F = C + 32 5 5 5 9 F = æ C +32ö 9 9è 5 ø 5 5 F = C + (32) 9 9 5 5 F – (32) = C 9 9 5 5 C = F – (32) 9 9 5 C = (F – 32) 9 Example: How many degrees Celsius is77°F? 5 C = (77 – 32) 9 5 C = (45) 9 C = 25° So 72°F = 25°C © 1999, CISC: Curriculum and Instruction Steering Committee The WINNING EQUATION PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-75 Standard 8 Algebra I, Grade 8 Standards Students understand the concept of parallel and perpendicular lines and how their slopes are related. -
21Ia'b;Q'c/Ablc (C/A)(C/B).__(C)(C/Ab)
ON THE q-ANALOG OF KUMMER’$ THEOREM AND APPLICATIONS GEORGE E. ANDREWS 1. Introduction. The q-analogs for Gauss’s summation of 2Fl[a, b; c; 1] and Saalschutz’s summation of 3F2[a, b, -n; c, a b c n 1; 1] are well known, namely, E. Heine [8; p. 107, Equation (6)] showed that (1.1) 21Ia’ b;q’c/ablc (c/a)(c/b).__(c)(c/ab) where - - and (a). (a; q), (1 -a)(1 -aq) (1 -aq-a), (a) (a; q),(R) lim,. (a),. (See also [12; p. 97, Equation (3.3.2.2)].) F. H. Jackson [9; p. 145] showed that b, q-"; q, (c/a),,(c/b). (c),,(c/ab), a2ia, c, abq/cq ql The q-analog of Dixon’s summation of 3F[a, b, c; 1 a b, 1 -[- a c; 1] was more difficult to find, and indeed only a partial analog is true; namely, W. N. Bailey [5] and F. tI. Jackson [10; p. 167, Equation (2)] proved that if a where n is a positive integer, then b, c; q, qa[ bc | (b/a),(c/a)(qa)(bca-). (1.3) 34 | ba-)-(ai (a- qa) bca-1), b,c There are three other well-known summations for the .F1 series, namely, Kummer’s theorem [12; p. 243, Equation (III. 5)] r(1%a-- b) (1.4) 2F[a, b; 1 a- b;--1] r(1 Gauss’s second theorem [12; p. 243, Equation III. 6)] Received December 23, 1972. The author ws partiMly supported by NtioaM Science Foundation Grat GP-23774. -
Form Y-203-I, If You Had More Than One Job, Or If You Had a Job for Only Part of the Year
Department of Taxation and Finance Yonkers Nonresident Earnings Tax Return Y-203 For the full year January 1, 2020, through December 31, 2020, or fiscal year beginning and ending Name as shown on Form IT-201 or IT-203 Social Security number A Were you a Yonkers resident for any part of the taxable year? (mark an X in the appropriate box) Yes No (see instructions) (See the instructions for Form IT-201 or IT-203 for the definition of a resident.) If Yes: 1. Give period of Yonkers residence. From (mmddyyyy) to (mmddyyyy) 2. Are you reporting Yonkers resident income tax surcharge on your New York State return? ..................................................................................... Yes No (submit explanation) 3. You must complete and submit Form IT-360.1 (see instructions). B Did you or your spouse maintain an apartment or other living quarters in Yonkers during any part of the year?...................................................................................... Yes No If Yes, give address below and enter the number of days spent in Yonkers during 2020: days Address: C Are you reporting income from self-employment (on line 2 below)?......... Yes No If Yes, complete the following: Business name Business address Employer identification number Principal business activity Form of business: Sole proprietorship Partnership Other (explain) Calculation of nonresident earnings tax 1 Gross wages and other employee compensation (see instructions; if claiming an allocation, include amount from line 22) ............................................... 1 .00 2 Net earnings from self-employment (see instructions; if claiming an allocation, include amount from line 32; if a loss, write loss on line 2) ............................................................................................... 2 .00 3 Add lines 1 and 2 (if line 2 is a loss, enter amount from line 1) ........................................................... -
ENIGMA X Aka SPARKLE Enclosure Manual Ver 7 012017
ENIGMA-X / SPARKLE* ENCLOSURE SHOWER ENCLOSURE INSTALLATION INSTRUCTIONS IMPORTANT DreamLine® reserves the right to alter, modify or redesign products at any time without prior notice. For the latest up-to-date technical drawings, manuals, warranty information or additional details please refer to your model’s web page on DreamLine.com MODEL #s MODEL #s SHEN-6134480-## SHEN-6134720-## SHEN-6134600-## ##=finish *The SPARKLE model name designates an option with MirrorMax patterned glass. 07- Brushed Stainless Steel The installation is identical to the Enigma-X. 08- Polished Stainless Steel Right Hand Return panel installation shown 18- Tuxedo For more information about DreamLine® Shower Doors & Tub Doors please visit DreamLine.com ENIGMA-X / SPARKLE Enclosure manual Ver 7 01/2017 This model is treated with DreamLine’s exclusive ClearMaxTM Glass technology. This is a specially formulated coating that prevents the build up of soap and water spots. Install the surface with the ClearMaxTM label towards the inside of the shower. Please note that depending on the model, the glass may be coated on either one or both surfaces. For best results, squeegee the glass after each use and dry with a soft cloth. ENIGMA-X / SPARKLE Enclosure manual Ver 7 01/2017 2 B B A A C ! E IMPORTANT INFORMATION REGARDING THE INSTALLATION OF THIS SHOWER DOOR D PANEL DOOR F Right hand door installation shown as an example A Guide Rail Brackets must be firmly D Roller Guards must be postioned and attached to the wall. Installation into a secured within 1/16” of Upper Guide Rail. stud is strongly recommended. -
Ffontiau Cymraeg
This publication is available in other languages and formats on request. Mae'r cyhoeddiad hwn ar gael mewn ieithoedd a fformatau eraill ar gais. [email protected] www.caerphilly.gov.uk/equalities How to type Accented Characters This guidance document has been produced to provide practical help when typing letters or circulars, or when designing posters or flyers so that getting accents on various letters when typing is made easier. The guide should be used alongside the Council’s Guidance on Equalities in Designing and Printing. Please note this is for PCs only and will not work on Macs. Firstly, on your keyboard make sure the Num Lock is switched on, or the codes shown in this document won’t work (this button is found above the numeric keypad on the right of your keyboard). By pressing the ALT key (to the left of the space bar), holding it down and then entering a certain sequence of numbers on the numeric keypad, it's very easy to get almost any accented character you want. For example, to get the letter “ô”, press and hold the ALT key, type in the code 0 2 4 4, then release the ALT key. The number sequences shown from page 3 onwards work in most fonts in order to get an accent over “a, e, i, o, u”, the vowels in the English alphabet. In other languages, for example in French, the letter "c" can be accented and in Spanish, "n" can be accented too. Many other languages have accents on consonants as well as vowels. -
Percent R, X and Z Based on Transformer KVA
SHORT CIRCUIT FAULT CALCULATIONS Short circuit fault calculations as required to be performed on all electrical service entrances by National Electrical Code 110-9, 110-10. These calculations are made to assure that the service equipment will clear a fault in case of short circuit. To perform the fault calculations the following information must be obtained: 1. Available Power Company Short circuit KVA at transformer primary : Contact Power Company, may also be given in terms of R + jX. 2. Length of service drop from transformer to building, Type and size of conductor, ie., 250 MCM, aluminum. 3. Impedance of transformer, KVA size. A. %R = Percent Resistance B. %X = Percent Reactance C. %Z = Percent Impedance D. KVA = Kilovoltamp size of transformer. ( Obtain for each transformer if in Bank of 2 or 3) 4. If service entrance consists of several different sizes of conductors, each must be adjusted by (Ohms for 1 conductor) (Number of conductors) This must be done for R and X Three Phase Systems Wye Systems: 120/208V 3∅, 4 wire 277/480V 3∅ 4 wire Delta Systems: 120/240V 3∅, 4 wire 240V 3∅, 3 wire 480 V 3∅, 3 wire Single Phase Systems: Voltage 120/240V 1∅, 3 wire. Separate line to line and line to neutral calculations must be done for single phase systems. Voltage in equations (KV) is the secondary transformer voltage, line to line. Base KVA is 10,000 in all examples. Only those components actually in the system have to be included, each component must have an X and an R value. Neutral size is assumed to be the same size as the phase conductors. -
A Quotient Rule Integration by Parts Formula Jennifer Switkes ([email protected]), California State Polytechnic Univer- Sity, Pomona, CA 91768
A Quotient Rule Integration by Parts Formula Jennifer Switkes ([email protected]), California State Polytechnic Univer- sity, Pomona, CA 91768 In a recent calculus course, I introduced the technique of Integration by Parts as an integration rule corresponding to the Product Rule for differentiation. I showed my students the standard derivation of the Integration by Parts formula as presented in [1]: By the Product Rule, if f (x) and g(x) are differentiable functions, then d f (x)g(x) = f (x)g(x) + g(x) f (x). dx Integrating on both sides of this equation, f (x)g(x) + g(x) f (x) dx = f (x)g(x), which may be rearranged to obtain f (x)g(x) dx = f (x)g(x) − g(x) f (x) dx. Letting U = f (x) and V = g(x) and observing that dU = f (x) dx and dV = g(x) dx, we obtain the familiar Integration by Parts formula UdV= UV − VdU. (1) My student Victor asked if we could do a similar thing with the Quotient Rule. While the other students thought this was a crazy idea, I was intrigued. Below, I derive a Quotient Rule Integration by Parts formula, apply the resulting integration formula to an example, and discuss reasons why this formula does not appear in calculus texts. By the Quotient Rule, if f (x) and g(x) are differentiable functions, then ( ) ( ) ( ) − ( ) ( ) d f x = g x f x f x g x . dx g(x) [g(x)]2 Integrating both sides of this equation, we get f (x) g(x) f (x) − f (x)g(x) = dx. -
CONSONANT DIGRAPH- /Ch/ at the Beginning of Words
MINISTRY OF EDUCATION PRIMARY ENGAGEMENT PROGRAMME GRADE FOUR (4) WORKSHEET-TERM 3 SUBJECT: LITERACY WEEK 5: LESSON 1 Name: _______________________________ Date: __________________________ READING: CONSONANT DIGRAPH- /ch/ at the beginning of words FACTS/TIPS A consonant digraph is formed when two consonants work together to make one sound. Consonant digraph ch has three(3) different sounds. 1. /ch/ as in chair, chalk 2. /sh/ as in chef, 3. /k/ as in chaos Let us read these words. Listen to the beginning sound. 1. chalk 2. cheese 3. chip 4. champagne 2. chorus 5. Charmin 6. child 7. chew Read the text below Ms. Charmin and Mr. Philbert work at NAREI. Philbert is a driver and Charmin a clerk. One day our class teacher, Ms. Phillips took us on a field trip where we visited CARICOM, GUYSUCO AND NAREI. Our time spent at NAREI was awesome. We were shown the different departments. One brave pupil, Charlie, asked Ms. Charmin about the meaning of the word 78 NAREI. She told us that the word NAREI is an acronym that means National Agricultural Research and Extension Institute. Ms. Charmin then went on to explain to us the products that are made there. After our tour around the compound, she gave us huge packages of some of the products. We were so excited that we jumped for joy. We took a photograph with her, thanked her and then bid her farewell. On our way back to school we spoke of our day out. We all agreed that it was very informative. ON YOUR OWN Say the words below and listen to the beginning sound. -
(3) (Y'(Uf)\L + 2A(U)B(Y(U))\\O
proceedings of the american mathematical society Volume 34, Number 1, July 1972 PROPERTIES OF SOLUTIONS OF DIFFERENTIAL EQUATIONS OF THE FORM / 4- a(t)b(y) = 0 ALLAN KROOPNICK Abstract. Two theorems are presented which guarantee the boundedness and oscillation of solutions of certain classes of second order nonlinear differential equations. In this paper we shall show boundedness of solutions of the differential equation y"+a(t)b(y)=0 with appropriate conditions on a(t) and b(y). Furthermore, all solutions will be oscillatory subject to a further condition. By oscillatory we shall mean a function having arbitrarily large zeros. The first theorem is an extension of a result of Utz [1] in which he con- siders b(y)=y2n~1. We now prove a result for boundedness of solutions. Theorem I. If a(t)> a>0 and da/dt^O on [T, oo), b(y) continuous, and limj,^±00B(y)=$yb(u) du=co then all solutions of (1) / + a(t)b(y)=0 are bounded as r—>-oo. Proof. Multiply (1) by 2/ to get (2) 2y'y" + 2a(t)b(y)y' = 0. Upon integration by parts we have (3) (y'(uf)\l+ 2a(u)B(y(u))\\o- 2 P df B(y)du = 0. J ir, Uli Thus (4) y'(tf + 2a(t)B(y(t))- 2 f ^ B(y)du = K Jto du where K=y'(t0)2-r-2a(to)B(y(to)). Now the above implies \y'\ and \y\ remain bounded. If not, the left side of (4) would become infinite which is impossible. -
Band Radar Models FR-2115-B/2125-B/2155-B*/2135S-B
R BlackBox type (with custom monitor) X/S – band Radar Models FR-2115-B/2125-B/2155-B*/2135S-B I 12, 25 and 50* kW T/R up X-band, 30 kW I Dual-radar/full function remote S-band inter-switching I SXGA PC monitor either CRT or color I New powerful processor with LCD high-speed, high-density gate array and I Optional ARP-26 Automatic Radar sophisticated software Plotting Aid (ARPA) on 40 targets I New cast aluminum scanner gearbox I Furuno's exclusive chart/radar overlay and new series of streamlined radiators technique by optional RP-26 VideoPlotter I Shared monitor utilization of Radar and I Easy to create radar maps PC systems with custom PC monitor switching system The BlackBox radar system FR-2115-B, FR-2125-B, FR-2155-B* and FR-2135S-B are custom configured by adding a user’s favorite display to the blackbox radar package. The package is based on a Furuno standard radar used in the FR-21x5-B series with (FURUNO) monitor which is designed to comply with IMO Res MSC.64(67) Annex 4 for shipborne radar and A.823 (19) for ARPA performance. The display unit may be selected from virtually any size of multi-sync PC monitor, either a CRT screen or flat panel LCD display. The blackbox radar system is suitable for various ships which require no specific type approval as a SOLAS compliant radar. The radar is available in a variety of configurations: 12, 25, 30 and 50* kW output, short or long antenna radiator, 24 or 42 rpm scanner, with standard Electronic Plotting Aid (EPA) and optional Automatic Radar Plotting Aid (ARPA).