First year law school success : law school thinking, essay exam writing, and analysis by Shafiroff, Ira L.

Table of Contents: “…Rules and elements -- How to read cases : the basics -- More on cases : the importance of facts (and how they trigger the legal issues) -- More on cases : the rule in light of the facts (also known as the holding) -- Case briefing : what to do--and what not to do -- Preparing a course outline -- I don't understand what's going on in class -- Law school traps -- Law school essay exams : an overview -- Reading a law school essay examination question -- Categorizing the issues -- Preparing a "scratch" outline -- Essay writing : an overview of the "IRAC" (and HIRRAC) method -- Using HIRRAC t answer a simple analysis issue -- Using HIRRAC to answer a complex analysis issue -- Using HIRRAC to answer a rule/counter-rule issue -- Using HIRRAC to answer a combination issue -- Answering a "non-issue" issue -- Making assumptions -- Final thoughts and maxims for success.…”


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Mathematics 1001 : absolutely everything that matters in mathematics, in 1001 bite-sized explanations by Elwes, Richard, 1978-

Table of Contents: “…Sequences ; Series ; Continuity ; Differential calculus ; Integral calculus ; Complex analysis ; Power series ; Exponentiation ; Fractals ; Dynamical systems ; Differential equations ; Fourier analysis -- Logic. …”


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Solitons : differential equations, symmetries, and infinite dimensional algebras by Miwa, T. (Tetsuji)

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Partial differential equations by Taylor, Michael E., 1946-

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Research in collegiate mathematics education VI

Table of Contents: “…Chappell -- Constructing a concept image of convergence of sequences in the van Hiele framework / Maria Ángeles Navarro and Pedro Pérez Carreras -- Developing and assessing specific competencies in a first course on real analysis / Niels Grønbæk and Carl Winsløw -- Introductory complex analysis at two British Columbia universities : the first week -- complex numbers / Peter Danenhower -- Using geometry to teach and learn linear algebra / Ghislaine Guedet-Chartier -- Investigating and teaching the processes used to construct proofs / Keith Weber -- The transition to independent graduate studies in mathematics / Janet Duffin and Adrian Simpson.…”


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The dialectics of globalization : economic and political conflict in a transnational world by Harris, Jerry, 1948-

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Variation, systematics, and relationships of the Leptodactylus bolivianus complex (Amphibia: Anura: Leptodactylidae) by Heyer, W. Ronald

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Lectures on surfaces : (almost) everything you wanted to know about them by Katok, A. B., Climenhaga, Vaughn, 1982-

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Applied complex variables for scientists and engineers by Kwok, Y. K. (Yue-Kuen), 1957-

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Singular points of plane curves by Wall, C. T. C. (Charles Terence Clegg)

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Divergent series, summability and resurgence. I, Monodromy and resurgence by Mitschi, C. (Claude), Sauzin, D., 1966-

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A guide to mathematical methods for physicists : with problems and solutions by Petrini, Michela, Zaffaroni, Alberto, Pradisi, Gianfranco, 1961-

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Algebraic geometry II : cohomology of algebraic varieties, algebraic surfaces

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Methods of grouping learners at school by Dupriez, Vincent

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Good dreams, bad dreams : American mythologies : selections from Tony and Elham Salamé Collection-Aïshti Foundation

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Visualization, explanation and reasoning styles in mathematics

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Laplacian growth on branched Riemann surfaces by Gustafsson, Björn, 1947-, Lin, Yu-Lin (Mathematician)

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Riemann Surfaces and Algebraic Curves : A First Course in Hurwitz Theory by Cavalieri, Renzo, 1976-, Miles, Eric (Eric W.)

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A source book in classical analysis

Table of Contents: “…Continuity and integrability -- 2. Foundations of complex analysis -- A. Early developments -- B. Riemann's influence -- 3. …”


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Degenerate complex Monge--Ampère equations by Guedj, Vincent, Zeriahi, Ahmed

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