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  1. www.raz-kids.comRaz-Kids

    Raz-Kids makes reading accessible (and fun) like never before. Access for Students: With Raz-Kids, students can practice reading anytime, anywhere - at home, on the go, and even during the summer! Keeping Teachers in Control: Teachers can make assignments and track student progress with online assessments and student recordings.

  2. According to our current on-line database, Ran Raz has 10 students and 17 descendants.

  3. Measure student progress to improve overall learning with easy-to-use assessment tools. Award-winning reading solution with thousands of leveled readers, lesson plans, worksheets and assessments to teach guided reading, reading proficiency and comprehension to K-5 students.

  4. רן רז (נולד ב- 26 בדצמבר 1966) הוא מדען מחשב ישראלי העוסק בתחום של סיבוכיות חישובית. הוא מכהן כפרופסור ל מדעי המחשב בפקולטה למתמטיקה ומדעי המחשב ב מכון ויצמן למדע ובבית הספר להנדסה ומדע שימושי ב אוניברסיטת פרינסטון. ידוע ...

  5. 19 de mai. de 2002 · We prove a lower bound of Ω ( m2 log m) for the size of any arithmetic circuit for the product of two matrices, over the real or complex numbers, as long as the circuit doesn't use products with field elements of absolute value larger than 1 (where m x m is the size of each matrix). That is, our lower bound is super-linear in the number of inputs and is applied for circuits that use addition ...

  6. Biographie. Raz a obtenu son doctorat à l' Université hébraïque de Jérusalem en 1992 avec Avi Wigderson ( Communication Complexity and Circuit Lower Bounds 1. Il est professeur à l' Université de Princeton depuis 2017 (auparavant à l' Institut Weizmann 2 ). En 2000-2001, 2002 et 2012, il était à l' Institute for Advanced Study 3 .

  7. www.quantamagazine.org › finally-a-problem-thatQuanta Magazine

    21 de jun. de 2018 · Twenty-five years later, it’s been all but solved. In a paper posted online at the end of May, computer scientists Ran Raz and Avishay Tal provide strong evidence that quantum computers possess a computing capacity beyond anything classical computers could ever achieve.