Free Download Functional Analysis of Human Behavior in PsychoTherapy
Published 2/2024
Created by PSYCOlógicaMENTE · Psicología · Psychology ·,DubVideo ai
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 56 Lectures ( 5h 11m ) | Size: 4.39 GB

Khanfer A Applied Functional Analysis 2024 | 6.64 MB
N/A | 377 Pages

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Free Download SAP EWM Mastery (Technical & Functional)
Published 2/2024
Created by Mans Nagar
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 21 Lectures ( 7h 34m ) | Size: 4.44 GB

Martin R Functional Design Principles, Patterns, and Practices 2024 Fix | 34.57 MB
N/A | 376 Pages

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Blackheath S Functional Reactive Programming 2016 | 11.16 MB
N/A | 706 Pages

Title: Functional Reactive Programming
Author: Stephen Blackheath & Anthony Jones
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Crainiceanu C Functional Data Analysis with R 2024 | 42.24 MB
N/A | 338 Pages

Title: Functional Data Analysis with R
Author: Ciprian M. Crainiceanu
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Eichhorn W Functional Equations in Economics 1978 | 26.37 MB
N/A | 282 Pages

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Free Download Introducing Functional Programming Using C#: Leveraging a New Perspective for OOP Developers by Vaskaran Sarcar
English | September 10, 2023 | ISBN: 1484296966 | 328 pages | PDF | 3.06 Mb
Understand the power of C#, a multi-paradigm language. This book will help you learn, analyze, and harness the functional aspects of C# so you can create a better program.

Free Download Functional Analysis, Sobolev Spaces, and Calculus of Variations
English | 2024 | ISBN: 3031492455 | 391 Pages | PDF EPUB (True) | 27 MB
This book aims at introducing students into the modern analytical foundations to treat problems and situations in the Calculus of Variations solidly and rigorously. Since no background is taken for granted or assumed, as the textbook pretends to be self-contained, areas like basic Functional Analysis and Sobolev spaces are studied to the point that chapters devoted to these topics can be utilized by themselves as an introduction to these important parts of Analysis. The material in this regard has been selected to serve the needs of classical variational problems, leaving broader treatments for more advanced and specialized courses in those areas. It should not be forgotten that problems in the Calculus of Variations historically played a crucial role in pushing Functional Analysis as a discipline on its own right. The style is intentionally didactic. After a first general chapter to place optimization problems in infinite-dimensional spaces in perspective, the first part of the book focuses on the initial important concepts in Functional Analysis and introduces Sobolev spaces in dimension one as a preliminary, simpler case (much in the same way as in the successful book of H. Brezis). Once the analytical framework is covered, one-dimensional variational problems are examined in detail including numerous examples and exercises. The second part dwells, again as a first-round, on another important chapter of Functional Analysis that students should be exposed to, and that eventually will find some applications in subsequent chapters. The first chapter of this part examines continuous operators and the important principles associated with mappings between functional spaces; and another one focuses on compact operators and their fundamental and remarkable properties for Analysis. Finally, the third part advances to multi-dimensional Sobolev spaces and the corresponding problems in the Calculus of Variations. In this setting, problems become much more involved and, for this same reason, much more interesting and appealing. In particular, the final chapter dives into a number of advanced topics, some of which reflect a personal taste. Other possibilities stressing other kinds of problems are possible. In summary, the text pretends to help students with their first exposure to the modern calculus of variations and the analytical foundation associated with it. In particular, it covers an extended introduction to basic functional analysis and to Sobolev spaces. The tone of the text and the set of proposed exercises will facilitate progressive understanding until the need for further challenges beyond the topics addressed here will push students to more advanced horizons.

Free Download Avalanches in Functional Materials and Geophysics by Ekhard K.H. Salje, Avadh Saxena, Antoni Planes
English | PDF (True) | 2017 | 310 Pages | ISBN : 3319456105 | 19.4 MB
This book provides the state-of-the art of the present understanding of avalanche phenomena in both functional materials and geophysics. The main emphasis of the book is analyzing these apparently different problems within the common perspective of out-of-equilibrium phenomena displaying spatial and temporal complexity that occur in a broad range of scales. Many systems, when subjected to an external force, respond intermittently in the form of avalanches that often span over a wide range of sizes, energies and durations. This is often related to a class of critical behavior characterized by the absence of characteristic scales. Typical examples are magnetization processes, plastic deformation and failure occuring in functional materials. These phenomena share many similarities with seismicity arising from the earth crust failure due to stresses that originate from plate tectonics.