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D.D. Kosambi

Edited by Ramakrishna Ramaswamy ()

in Springer Books from Springer

Date: 2016
ISBN: 978-81-322-3676-4
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Chapters in this book:

Ch Chapter 1 A Scholar in His Time
Ramakrishna Ramaswamy
Ch Chapter 10 A Statistical Study of the Weights of Old Indian Punch-Marked Coins
D. D. Kosambi
Ch Chapter 11 A Bivariate Extension of Fisher’s Z-Test
D. D. Kosambi
Ch Chapter 12 The Effect of Circulation Upon the Weight of Metal Currency
D. D. Kosambi
Ch Chapter 13 A Test of Significance for Multiple Observations
D. D. Kosambi
Ch Chapter 14 On Valid Tests of Linguistic Hypotheses
D. D. Kosambi
Ch Chapter 15 Statistics in Function Space
D. D. Kosambi
Ch Chapter 16 The Estimation of Map Distances from Recombination Values
D. D. Kosambi
Ch Chapter 17 The Geometric Method in Mathematical Statistics
D. D. Kosambi
Ch Chapter 18 The Law of Large Numbers
D. D. Kosambi
Ch Chapter 19 Possible Applications of the Functional Calculus
D. D. Kosambi
Ch Chapter 2 Adventure into the Unknown
Ramakrishna Ramaswamy
Ch Chapter 20 Lie Rings in Path Space
D. D. Kosambi
Ch Chapter 21 The Method of Least-Squares
D. D. Kosambi
Ch Chapter 22 An Application of Stochastic Convergence
D. D. Kosambi
Ch Chapter 23 The Sampling Distribution of Primes
D. D. Kosambi
Ch Chapter 24 Statistical Methods in Number Theory
D. D. Kosambi
Ch Chapter 25 Probability and Prime Numbers
S. Ducray
Ch Chapter 26 Affin-geometrische Grundlagen der einheitlichen Feldtheorie
Kosambi Von D. D.
Ch Chapter 27 Les Espaces des Paths Généralisés Qu’on Peut Associer Avec Un Espace de Finsler
Note de M. Damodar Kosambi and présentée par M. Élie Cartan
Ch Chapter 28 The Method of Least Squares
D. D. Kosambi
Ch Chapter 3 On Statistics
Ramakrishna Ramaswamy
Ch Chapter 4 A Report to the JRD Tata Trust
Ramakrishna Ramaswamy
Ch Chapter 5 Precessions of an Elliptical Orbit
D. D. Kosambi
Ch Chapter 6 On a Generalization of the Second Theorem of Bourbaki
D. D. Kosambi
Ch Chapter 7 Parallelism and Path-Spaces
D. D. Kosambi
Ch Chapter 8 Observations sur le mémoire précédent
par Élie Cartan
Ch Chapter 9 The Tensor Analysis of Partial Differential Equations
D. D. Kosambi

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DOI: 10.1007/978-81-322-3676-4

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