Machine Learning in Geosciences
Contributor(s): Material type:
TextPublication details: New York Larsen And Keller Education 2023Description: vii, 241p. Includes list of contributors and indexISBN: - 9798888360736
- D6,9(B) R3
Textbook
| Cover image | Item type | Current library | Home library | Collection | Shelving location | Call number | Materials specified | Vol info | URL | Copy number | Status | Notes | Date due | Barcode | Item holds | Item hold queue priority | Course reserves | |
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Textbook
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Ratan Tata Library | Ratan Tata Library | D6,9(B) R3 (Browse shelf(Opens below)) | Available | RT1528365 |
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251
Introduction to algebraic and abelian functions
by Lang Serge -
252
Categoried for the working mathematician
by Maclane Saunders -
253
Lectures on polytopes
by Ziegler Gunter M -
254
Lecture on riemann surfaces
by Forster Otto -
255
Introduction to axiomatic set theory
by Takeuti G -
256
Introduction to convex polytopes
by Brondsted Arne -
257
Introduction to elliptic curves and modular forms
by Koblitz Neal -
258
Measure and category: Survey of the analogies between topological and measure spaces
by Oxtoby John C -
259
Invitation to C - Algebras
by Arveson William -
260
Linear representations of finite groups
by Serre Jean-Pierre -
261
Differential topology
by Hirsch Morris W -
262
Riemann surface
by Gehring F W Ed. -
263
Riemann surface
by Gehring F W Ed. -
264
Basic homological algebra
by Osborne M Scott -
265
Cyclotomic fields
by Lang Serge -
266
Introduction to affine group schemes
by Waterhouse William C -
267
Harmonic function theory
by Axler Sheldon -
268
Linear algebraic groups
by Borel Armand -
269
Elements of functional analysis
by Hirsch Francis -
270
Functions of several variables
by Flemming Wendell -
271
Singular homology theory
by Massey William S -
272
Geometric of discrete groups
by Beardon Alan F -
273
Geometry of discrete groups
by Beardon Alan F -
274
Associatives algebras
by Pierce Richard S -
275
Denumerable Markov chains
by Kement John G -
276
Complex variables: An introduction
by Berenstein Carlos A -
277
Functions of one complex variable
by Conway John B -
278
Functions of one complex variable
by Conway John B -
279
Modern graph theory
by Bollobas Bela -
280
Principles of random walk
by Spitzer Frank -
281
Principles of random walk
by Spitzer Frank -
282
Lie groups, lie algebras and their representations
by Varadarajan V S -
283
Graph theory
by Diestel Reinhard -
284
Introduction to operator theory :Elements of functional analysis
by Brown Arlen -
285
Topology and geometry
by Bredon Glen E -
286
Algebraic graph theory
by Godsil Chris -
287
Elliptic cuves with and appendix by ruth lawrence
by Husemoller Dale -
288
Combinatorics with emphasis on the theory of graphs
by Graver Jack E -
289
Fermat's last theorem: A genetic introduction to algebraic number theory
by Edwards Harlod M -
290
Iteration of rational functions: Complex analytic dynamical systems
by Beardon Alan F -
291
Functions of one complex variable II
by Conway John B -
292
Commutative algebra: with a view toward algebraic geometry
by Eisenbud David -
293
Algebraic topology: An introduction
by Massey William S -
294
Fourier analysis on number fields
by Ramakrishnan Dinakar -
295
Lectures on modules and rings
by Lam T Y -
296
Local fields
by Serre Jean-Pierre -
297
General topology
by Kelley John L -
298
Modern graph theory
by Bollobas Bela -
299
Algebra:an approach via module theory
by Adkins William A -
300
Elementary functional analysis
by MacCluer Barbara D
Machine Learning in Geosciences
APA
Thomas L., . (2023). Machine Learning in Geosciences. New York: Larsen And Keller Education.
Chicago
Thomas Larsen, . 2023. Machine Learning in Geosciences. New York: Larsen And Keller Education.
Harvard
Thomas L., . (2023). Machine Learning in Geosciences. New York: Larsen And Keller Education.
MLA
Thomas Larsen, . Machine Learning in Geosciences. New York: Larsen And Keller Education. 2023.
