491 research outputs found
Getting Published: Journey into a Relationship between Editor and Author
Last year at the Inaugural TQR Conference, Sally and Dan conducted a workshop entitled Getting Published: Journey into an Editor\u27s Mind, highlighting what an editor thinks when she/he reviews a submitted manuscript to TQR. For the 2011 TQR Conference we will offer a variation of this presentation by including the voice of an author. Our workshop is entitled Getting Published: Journey into a Relationship between Editor and Author. In this workshop we will present a conversation between an author (Paige) and editor (Sally) to reveal an example of a relationship that develops between the two during the process of editorial review at TQR
Note on the third order homography by C. Le Paige: F. Folie's report
The author establishes a report on a C. Le Paige’s note on the third order homography.L’auteur établit un rapport sur une note de C. Le Paige sur l’homographie du troisième ordre
On some covariant of a cubo-biquadratic system by C. Le Paige: F. Folie's report
The author establishes a report on a C. Le Paige’s work about some covariant of a cubo-biquadratic system.L’auteur établit un rapport sur un travail de C. Le Paige sur certains covariants d'un système cubo-biquadratique
Note on the extension of involution and homography theories by C. Le Paige: F. Folie's report
The author establishes a report on a C. Le Paige’s work on the extension of involution and homography theories.L’auteur établit un rapport sur le travail de C. Le Paige sur l’extension des théories de l'involution et de l'homographie
On some points of projective geometry by C. Le Paige: F. Folie's report
The author establishes a report on a C. Le Paige’s note on some points of projective geometry.L’auteur établit un rapport sur une note de C. Le Paige sur quelques points de géométrie supérieure
Note on some covariant of binary algebraic form by C. Le Paige: F. Folie's report
The author establishes a report on C. Le Paige’s work on some covariant of binary algebraic shapes.L’auteur établit un rapport sur un travail de C. Le Paige sur certains covariants des formes algébriques binaires
Northern, Tauber, St. Hilaire, & Carpenter (2021). Application of a Two-Phase Model of Note Quality to explore the impact of Instructor Fluency on Students' Note-taking
Attached are the raw data for the instructor fluency and note-taking project that is currently under review. Item data for the experiment is attached in the document "Northern, Tauber, St. Hilaire, & Carpenter-data" file. A description of how the authors quantified students' notes along with two rubrics showing the idea units in the lecture that researchers scored students' notes for are provided in the "Note Scoring Descriptions and Rubrics" data file
Northern, Tauber, St. Hilaire, & Carpenter (2021). Application of a Two-Phase Model of Note Quality to explore the impact of Instructor Fluency on Students' Note-taking
Attached are the raw data for the instructor fluency and note-taking project that is currently under review. Item data for the experiment is attached in the document "Northern, Tauber, St. Hilaire, & Carpenter-data" file. A description of how the authors quantified students' notes along with two rubrics showing the idea units in the lecture that researchers scored students' notes for are provided in the "Note Scoring Descriptions and Rubrics" data file
Northern, Tauber, St. Hilaire, & Carpenter (2021). Application of a Two-Phase Model of Note Quality to explore the impact of Instructor Fluency on Students' Note-taking
Attached are the raw data for the instructor fluency and note-taking project that is currently under review. Item data for the experiment is attached in the document "Northern, Tauber, St. Hilaire, & Carpenter-data" file. A description of how the authors quantified students' notes along with two rubrics showing the idea units in the lecture that researchers scored students' notes for are provided in the "Note Scoring Descriptions and Rubrics" data file
On some properties of the simultaneous quadratic invariant of two binary shapes by C. Le Paige: F. Folie's report
The author establishes a report on a C. Le Paige’s work on some properties of the simultaneous quadratic invariant of two binary shapes.L’auteur établit un rapport sur le travail de C. Le Paige sur quelques propriétés de l’invariant quadratique simultané de deux formes binaires
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