The Compleat Pediatrician

The Compleat Pediatrician Practical, Diagnostic, Therapeutic and Preventive Pediatrics. For the Use of Medical Students, Internes, General Practitioners and Pediatricians

The Compleat Pediatrician

The second edition of The Compleat Pediatrician was reviewed favorably irn the YALE JOURNAL OF BIOLOGY AND MEDICINE in October, 1938. A third edition of this unique pediatric manual is now at hand. To keep "symptoms and signs as clues" and therapeutic procedures in pediatric practice abreast of the facts and experience acquired during the past three years, it has been necessary to make changes ...

The Compleat Pediatrician

As a critical review it is somewhat less satisfactory, for many topics are mentioned but casually or receive but scant attention, a defect clearly unavoidable in the preparation of a text meant primarily to be practical. Nevertheless, it represents a treatment of the subject that will prove most useful. Much could be done to make the index more helpful, and the lack of an index of the many auth...

Anatomy and Physiology

The second edition of The Compleat Pediatrician was reviewed favorably irn the YALE JOURNAL OF BIOLOGY AND MEDICINE in October, 1938. A third edition of this unique pediatric manual is now at hand. To keep "symptoms and signs as clues" and therapeutic procedures in pediatric practice abreast of the facts and experience acquired during the past three years, it has been necessary to make changes ...

The Compleat Weyl Character Formula

G is a connected reductive complex Lie group T ⊂ B is a maximal torus contained in a Borel subgroup of G g, b, t are the Lie algebra of G, B, T . R, Ř are the sets of roots and coroots of T in g, R, Ř are the roots of T in b and their coroots, φα : SL2(C)→ G the homomorphism arising from the sl2-triple (eα, hα, fα) in g (for α ∈ R). X = {λ ∈ t× : 〈λ, Ř〉 ⊂ Z}. X = {λ ∈ X : 〈λ, Ř〉 ⊂ Z≥0}. X̌ = ZŘ ...