dimensionality

Noun

 * 1) The state or characteristic of possessing dimensions.
 * 2)  The number of dimensions something has.
 * 3) * 1864, Edward B. Freeland, "Corresponding First Discriminations in Thought and Language", article two of The Scientific Universal Language, as serialized in The Continental Monthly, number 35 (volume 6, number 5), November 1864, bound as The Continental Monthly, volume 6, page 583 :
 * That is to say, it is the Analogue of Space, not in the sense in which we formerly regarded Space as the negation of Matter; but in the sense of Infinite Dimensionality, or of Dimensionality in all directions, as a vague generalization from the three spatial dimensions Length, Breadth, and Thickness.
 * 1) * 1995, T. Ogawa, "Dimensionality and Optical Responses of Materials", chapter 1 in, T. Ogawa and Y. Kanemitsuu, editors, Optical Properties of Low-Dimensional Materials, ISBN 9810222319, page 6 :
 * As well as the low dimensionality of the Bloch electron states,
 * 1) * 2010, Lior Rokach and Oded Maimon, "Supervised Learning", chapter 8 in, Oded Maimon and Lior Rokach, editors, Data Mining and Knowledge Discovery Handbook, second edition, ISBN 9780387098234, 10.1007/978-0-387-09823-4, page 142 :
 * The difficulties in implementing classification algorithms as is, on high volume databases, derives from the increase in the number of records/instances in the database and of attributes/features in each instance (high dimensionality).
 * 1) * 2011, Hermann Moisl, "Hypothesis Generation", chapter 4 in, Warren Maguire and April McMahon, editors, Analysing Variation in English, ISBN 9780521898669, page 82 :
 * A vector $$v=(22,38,52,12)$$ defines a four-dimensional space with a point at the stated co-ordinates, and so on to any dimensionality $$n$$. Vector spaces of dimensionality greater than three are impossible to visualise directly
 * 1) * 2011, Hermann Moisl, "Hypothesis Generation", chapter 4 in, Warren Maguire and April McMahon, editors, Analysing Variation in English, ISBN 9780521898669, page 82 :
 * A vector $$v=(22,38,52,12)$$ defines a four-dimensional space with a point at the stated co-ordinates, and so on to any dimensionality $$n$$. Vector spaces of dimensionality greater than three are impossible to visualise directly
 * A vector $$v=(22,38,52,12)$$ defines a four-dimensional space with a point at the stated co-ordinates, and so on to any dimensionality $$n$$. Vector spaces of dimensionality greater than three are impossible to visualise directly

Translations

 * Chinese:
 * Mandarin:
 * Finnish: ulotteisuus
 * French:
 * German:
 * Japanese:
 * Romanian: dimensionalitate
 * Swedish: dimensionalitet


 * Finnish: dimensionaalisuus
 * French:
 * German:
 * Polish: liczba wymiarów
 * Romanian: dimensionalitate
 * Swedish: dimensionalitet