Inner Product Spaces and Applications (Research Notes in Mathematics Series)
Publisher: Chapman & Hall/CRC; Chapman and Hall/CRC
Published: October 8, 1997
Language: eng
Format: Paperback
Number of pages: 269
ISBN-13: 9780582317116
Subjects: Functional analysis; Geometry; Topology; Algebraic Topology; Science; Mathematics; Science/Mathematics; Applied; Geometry - General; Mathematical Analysis; Mathematics / Functional Analysis; Applied Sciences
First sentence: In a real inner product space the orthogonality of two vectors can be expressed in different ways by means of the norm induced by the scalar product.