Go back
Real Analysis Methods For Markov Processes Singular Integrals And Feller Semigroups(2024th Edition)
Authors:
Kazuaki Taira
Cover Type:Hardcover
Condition:Used
In Stock
Shipment time
Expected shipping within 2 DaysPopular items with books
Access to 30 Million+ solutions
Free ✝
Ask 50 Questions from expert
AI-Powered Answers
✝ 7 days-trial
Total Price:
$0
List Price: $184.04
Savings: $184.04(100%)
Solution Manual Includes
Access to 30 Million+ solutions
Ask 50 Questions from expert
AI-Powered Answers
24/7 Tutor Help
Detailed solutions for Real Analysis Methods For Markov Processes Singular Integrals And Feller Semigroups
Price:
$9.99
/month
Book details
ISBN: 9819736587, 978-9819736584
Book publisher: Springer
Get your hands on the best-selling book Real Analysis Methods For Markov Processes Singular Integrals And Feller Semigroups 2024th Edition for free. Feed your curiosity and let your imagination soar with the best stories coming out to you without hefty price tags. Browse SolutionInn to discover a treasure trove of fiction and non-fiction books where every page leads the reader to an undiscovered world. Start your literary adventure right away and also enjoy free shipping of these complimentary books to your door.
Book Summary: This Book Is Devoted To Real Analysis Methods For The Problem Of Constructing Markov Processes With Boundary Conditions In Probability Theory. Analytically, A Markovian Particle In A Domain Of Euclidean Space Is Governed By An Integro-differential Operator, Called The Waldenfels Operator, In The Interior Of The Domain, And It Obeys A Boundary Condition, Called The Ventcel (Wentzell) Boundary Condition, On The Boundary Of The Domain. Most Likely, A Markovian Particle Moves Both By Continuous Paths And By Jumps In The State Space And Obeys The Ventcel Boundary Condition, Which Consists Of Six Terms Corresponding To Diffusion Along The Boundary, An Absorption Phenomenon, A Reflection Phenomenon, A Sticking (or Viscosity) Phenomenon, And A Jump Phenomenon On The Boundary And An Inward Jump Phenomenon From The Boundary. More Precisely, We Study A Class Of First-order Ventcel Boundary Value Problems For Second-order Elliptic Waldenfels Integro-differential Operators. By Using The Calderón–Zygmund Theory Of Singular Integrals, We Prove The Existence And Uniqueness Of Theorems In The Framework Of The Sobolev And Besov Spaces, Which Extend Earlier Theorems Due To Bony–Courrège–Priouret To The Vanishing Mean Oscillation (VMO) Case. Our Proof Is Based On Various Maximum Principles For Second-order Elliptic Differential Operators With Discontinuous Coefficients In The Framework Of Sobolev Spaces.My Approach Is Distinguished By The Extensive Use Of The Ideas And Techniques Characteristic Of Recent Developments In The Theory Of Singular Integral Operators Due To Calderón And Zygmund. Moreover, We Make Use Of An Lp Variant Of An Estimate For The Green Operator Of The Neumann Problem Introduced In The Study Of Feller Semigroups By Me. The Present Book Is Amply Illustrated; 119 Figures And 12 Tables Are Provided In Such A Fashion That A Broad Spectrum Of Readers Understand Our Problem And Main Results.
Frequently Bought Together
Current Issues In Constitutional Litigation A Context And Practice - 3rd Edition
Sarah E. Ricks
ISBN: 1531019188, 9781531019181
$0 $103.00
Advanced Accounting - 12th edition
Paul M. Fischer
ISBN: 1305084853, 978-1305464803, 130546480X, 978-1305799448, 978-1305084858
$0 $11.39
Reliability Centered Maintenance - 2nd Edition
John Moubray
ISBN: 0831131462, 978-0831131463
$0 $42.44
Before Machine Learning Volume 3 Probability And Statistics For A I The Fundamental Mathematics For Data Science And Artificial Intelligence - 1st Edition
Jorge Brasil
ISBN: B0DGF5X9WC, 979-8338609415
$0 $65.00