Wellek and Warren note the importance of identifying forgeries, a task which can be completed in numerous ways: paleography, bibliography, linguistics, and history may all be involved.
Today most people think of an encyclopaedia as a multivolume compendium of all available knowledge, complete with maps and a detailed index, as well as numerous adjuncts such as bibliographies, illustrations, lists of abbreviations and foreign expressions, gazetteers, and so on.
Surveys of the literatrue with numerous references and useful bibliographies have been given by Nayfeh [1], Mickens [2], Jordan and Smith [3], and more recently by He [4].
Highly sensitive search strategy covering 11 electronic bibliographic databases, numerous conference proceedings, included article bibliographies, expert files and the grey literature.
In an effort to ameliorate both of these shortcomings, numerous secondary references are included in the bibliography, providing more in-depth information on specific topics.
There are numerous biographies of Chopin in English (see bibliography for some of these).
The bibliographies to these works offer numerous other relevant sources.
He was for three decades curator of the Yale collection of American literature, during which period he published the standard bibliographies of TS Eliot and Ezra Pound, and edited numerous manuscripts by Gertrude Stein, Thornton Wilder, Pound and Eugene O'Neill held in the Yale library.
For the monographs of the theory of impulsive differential equations, see the papers of Bainov and Simenov [1], Lakshmikantham et al. [2] and Samoileuko and Perestyuk [3], where numerous properties of their solutions are studied and detailed bibliographies are given.
It has seen considerable development in the last decade, see the monographs of Bainov and Simeonov [19], Lakshmikantham et al. [20], and Samoilenko and Perestyuk [21] where numerous properties of their solutions are studied, and detailed bibliographies are given.
The theory of impulsive differential equations has been emerging as an important area of investigation in the last few decades; see the monographs of Lakshmikantham et al. [1], Benchohra et al. [2] and the papers of Chen [3], Li and Liu [4], Yang [5] and Lan [6], where numerous properties of their solutions are studied and detailed bibliographies are given.
