991 research outputs found
Meeting Children’s Author Julia Donaldson
No full textA report from a meet and greet with Julia Donaldson, a best-selling children's author. The event was organized by Ibis grafika publishing house and held in bookshop "Bookara" in Zagreb, 20 May 2018
Ernest, Hadley, and Italy
No full textBiography covering Hemingway’s courtship and marriage to first wife, Hadley Richardson, and their subsequent European travels. Donaldson discusses Hemingway’s early apprenticeship and the impact of the legendary lost manuscripts on the young author
Henri Temianka Correspondence; (donaldson)
No full textThis collection contains material pertaining to the life, career, and activities of Henri Temianka, violin virtuoso, conductor, music teacher, and author. Materials include correspondence, concert programs and flyers, music scores, photographs, and books.https://digitalcommons.chapman.edu/temianka_correspondence/3486/thumbnail.jp
Podcast for Parents: Learning to Learn From Mistakes
No full textDr. Maleka Donaldson, parent, teacher, education professor and author of “From Oops to Aha: Portraits of Learning From Mistakes in Kindergarten,” shares her vast experiences for parents’ consideration. Children at all ages are reading cues concerning the acceptance of mistakes. As parents, we need to be aware of the message we are communicating. How have our past experiences influenced our unconscious responses
The Highway Rat by J. Donaldson
No full textDonaldson, Julia. The Highway Rat. Illus. Axel Scheffler. New York: Arthur A. Levine Books, 2013. Print.The children’s literature dream team of author Julia Donaldson and illustrator Axel Scheffler are at it again with this delightful take on Alfred Noyes’ classic narrative poem, “The Highwayman.” Donaldson and Scheffler, best known for their popular Gruffalo series as well as Room on the Broom, have created a lush narrative replete with repetitive phrases and rich illustrations that will captivate children while engaging the adult reader in an intelligent manner.“The Highway Rat was a baddie; the Highway Rat was a beast. He took what he wanted and ate what he took…” Indeed! The Highway Rat holds up fellow travelers and those he meets along the way with a voracious attitude and pointy sword. Though he prefers sweets, he takes anything –even a bunch of clover deemed tasteless and dull –to satisfy his greed and without a morsel of regret. As the other creatures along the road grew thinner and thinner, the Highway Rat grows plump until one plucky duck delivers poetic justice and some just ‘desserts’ to this nasty rat. Children will be pleased with the appropriate comeuppance for the Highway Rat that arrives with a healthy message of kindness and sharing.Fans of Donaldson and Scheffler’s previous work will not be disappointed, in particular those who have encountered “The Highwayman” as younger readers. This rollicking book will make a nice addition to any elementary school library collection and is best suited for students in K-3. Highly recommended: 4 out of 4 stars Reviewer: Debbie FeisstDebbie is a Public Services Librarian at the H.T. Coutts Education Library at the University of Alberta. When not renovating, she enjoys travel, fitness and young adult fiction
Poems by J. Donaldson, author of The elements of beauty:
No full text[4],22p. ; 4⁰.The recto of the second leaf is numbered v.Reproduction of original from the British Library.English Short Title Catalog, ESTCT42593.Electronic data. Farmington Hills, Mich. : Thomson Gale, 2003. Page image (PNG). Digitized image of the microfilm version produced in Woodbridge, CT by Research Publications, 1982-2002 (later known as Primary Source Microfilm, an imprint of the Gale Group)
HOMFLY polynomials, stable pairs and motivic Donaldson-Thomas invariants
No full textHilbert scheme topological invariants of plane curve singularities are identified to framed threefold stable pair invariants. As a result, the conjecture of Oblomkov and Shende on HOMFLY polynomials of links of plane curve singularities is given a Calabi–Yau threefold interpretation. The motivic Donaldson–Thomas theory developed
by M. Kontsevich and the third author then yields natural motivic invariants for algebraic knots. This construction is motivated by previous work of V. Shende, C. Vafa and the first author on the large N-duality derivation of the above conjecture
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