03047nam 22005175 450 991101052610332120250616135206.0981-9653-38-X10.1007/978-981-96-5338-6(MiAaPQ)EBC32156829(Au-PeEL)EBL32156829(CKB)39300714100041(OCoLC)1524424425(DE-He213)978-981-96-5338-6(EXLCZ)993930071410004120250616d2025 u| 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierInverse Problems for Fractional Diffusion Equations /by Durdimurod K. Durdiev1st ed. 2025.Singapore :Springer Nature Singapore :Imprint: Springer,2025.1 online resource (476 pages)Industrial and Applied Mathematics,2364-6845981-9653-37-1 Coeffcient Determination Problems with Local Boundary and Overdetermination Conditions -- Inverse Coeffcient Problems with Nonlocal Initial and Integral Overdetermination Conditions -- Coeffcient Determination Problems with Cauchy and Overdetermination Conditions -- Carleman Estimate Method in Inverse Problems for a Fractional Diffusion Equation -- Determination of Source and Initial Functions -- Convolution Kernel Determination Problems in Fractional Diffusion Equations -- Determining Two Unknown Functions in a Fractional Diffusion Equation.This book discusses various inverse problems for the time-fractional diffusion equation, such as inverse coefficient problems (nonlinear problems) and inverse problems for determining the right-hand sides of equations and initial functions (linear problems). The study of inverse problems requires a comprehensive investigation of direct problems (such as representation formulas, a priori estimates and differential properties of the solution). This is particularly evident in nonlinear problems, where obtaining solvability theorems necessitates careful tracking of the exact dependence of the differential properties of the solution to the direct problem on the smoothness of the coefficients and other problem data. Therefore, a significant portion of the book is devoted to direct problems, such as initial problems (Cauchy problems) and initial-boundary value problems with various boundary conditions.Industrial and Applied Mathematics,2364-6845Difference equationsFunctional equationsDifference and Functional EquationsDifference equations.Functional equations.Difference and Functional Equations.515.625515.75Durdiev Durdimurod K1368915MiAaPQMiAaPQMiAaPQBOOK9911010526103321Inverse Problems for Fractional Diffusion Equations4397599UNINA05988nam 22007335 450 991102114130332120250818130248.03-032-03862-610.1007/978-3-032-03862-3(CKB)40378275000041(MiAaPQ)EBC32265671(Au-PeEL)EBL32265671(DE-He213)978-3-032-03862-3(OCoLC)1535966801(EXLCZ)994037827500004120250818d2025 u| 0engur|||||||||||txtrdacontentcrdamediacrrdacarrierCancer Immunotherapy and Nanobiotechnology: An Interdisciplinary Approach /edited by Nima Rezaei1st ed. 2025.Cham :Springer Nature Switzerland :Imprint: Springer,2025.1 online resource (1318 pages)Interdisciplinary Cancer Research,2731-457X ;253-032-03861-8 Targeting Mitochondria in Cancer Immunotherapy; Promises and Pitfalls -- Immunotherapy in Oncology: A Comprehensive Overview from a Pathological Perspective -- Cancer Treatments through Immunological Pathways: A Great Hope for Every Cancer Type and Every Patient? -- Cancer Immunotherapies Targeting Cancer Stem Cells: Concepts, Applications, and Advances -- Immune Checkpoint Inhibitors: Novel Therapies and Targets -- Advancing Cancer Immune Cell Therapies via Engineered iPSC-based Strategies -- CAR NK/CAR T cells: Emerging Immunotherapy of Cancer -- Cytokine Release Syndrome in Chimeric Antigen Receptor T Cell Therapy and Coagulopathies -- The Power of Imaging Techniques in CAR T-Cell Therapy Enhancement: Revolutionizing Cancer Treatment -- Discovery of T cell Epitopes for Cancer Immunotherapy -- Dendritic Cells in Cancer Immunotherapy: Current State and Future Prospects -- Tumor Microenvironment Role in Cancer Immunotherapy Response -- T-cell Responses During Cancer Immunotherapy Through the Use of CT, MRI, and PET -- Nanotechnology for Cancer Research (Diagnosis & Therapy): Recent Progress and Future Prospects -- Nanotechnology and Cancer Therapy Strategies -- Nanomedicine based Cancer Immunotherapy -- Applications of Nanocarrier Systems in Cancer Treatment -- Nanoformulations in Cancer Theranostics -- The Role of Noble Metal Nanomaterials in Cancer Therapy -- Synthetic and Natural Drug Nanodelivery Systems Used in Oncology Treatment -- Nanoparticles Loaded with Cytotoxic Agents: A Therapeutic Alternative against Cancer -- Advancements in Nanocarrier-Mediated Drug Delivery: Precision Strategies for Targeted Therapeutics and Improved Treatment Outcomes -- Vesicular Nanosystem as a Promising Platform for the Management of Cancer -- Nanoscale Metal-Organic Frameworks for Cancer-Targeted Therapy and Molecular Imaging -- Theranostic Properties of Iron Oxide Nanoparticles and Their Reprograming Properties on Tumor-associated Macrophages -- Composition of Proapoptotic Montmorillonite-Cytochrome C Nanoplates with High Anticancer Cytotoxicity: Monolayer Adsorption Approach -- Nanomaterials as Modulators of Non-apoptotic Regulated Cell Death Modes: Novel Options in Cancer Treatment.The “Cancer Immunotherapy and Nanobiotechnology: An Interdisciplinary Approach” is the twenty fifth volume of the “Interdisciplinary Cancer Research” series, publishes comprehensive volume on cancer immunotherapy and nanobiotechnology. The volume starts with chapters on targeting mitochondria in cancer immunotherapy, immunotherapy in oncology, and cancer treatments through immunological pathways. Immune checkpoint inhibitors as well as engineered iPSC-based strategies are explained in other chapters after discussion on cancer stem cells. CAR NK, CAR T cells, and DC therapy are the subjects of the following chapters. Then tumor microenviroment in response to immunotherapy and T-cell responses during cancer immunotherapy through the use of imaging are explained. The second half of the volume is focused on application of nanobiotechnology in cancer, starting with general chapters on nanotechnology for cancer research, nanotechnology and cancer therapy strategies, nanomedicine based cancer immunotherapy, applications of nanocarrier systems in cancer treatment, and nanoformulations in cancer theranostics. Then the role of metal nanomaterials in cancer therapy, synthetic drug nanodelivery systems, nanoparticles loaded with cytotoxic agents, nanocarrier-mediated drug delivery, vesicular nanosystem, and nanoscale metal-organic frameworks for cancer-targeted therapy are explained. This is the main concept of Cancer Immunology Project (CIP), which is a part of Universal Scientific Education and Research Network (USERN). This interdisciplinary book will be of special value for those who wish to have an update on cancer immunotherapy and nanobiotechnology.Interdisciplinary Cancer Research,2731-457X ;25CancerCancerTreatmentStem cellsCytologyMedical geneticsImmunologyCancer BiologyCancer TherapyCancer Stem CellsCell BiologyMedical GeneticsImmunologyCancer.CancerTreatment.Stem cells.Cytology.Medical genetics.Immunology.Cancer Biology.Cancer Therapy.Cancer Stem Cells.Cell Biology.Medical Genetics.Immunology.571.978616.994Rezaei Nima913363MiAaPQMiAaPQMiAaPQBOOK9911021141303321Cancer Immunotherapy and Nanobiotechnology: An Interdisciplinary Approach4430799UNINA04126nam 22007215 450 991099277930332120250401125257.09783031803925303180392210.1007/978-3-031-80392-5(CKB)38184927800041(MiAaPQ)EBC31982785(Au-PeEL)EBL31982785(DE-He213)978-3-031-80392-5(OCoLC)1514627869(EXLCZ)993818492780004120250401d2025 u| 0engur|||||||||||txtrdacontentcrdamediacrrdacarrierAnomalous Stochastics A Comprehensive Guide to Multifractals, Random Walks, and Real-World Applications /by Michał Chorowski, Tomasz Gubiec, Ryszard Kutner1st ed. 2025.Cham :Springer Nature Switzerland :Imprint: Springer,2025.1 online resource (599 pages)Understanding Complex Systems,1860-08409783031803918 3031803914 Introduction -- Fundamental Concepts -- Singular Stochastic Processes -- Non-deterministic Fractals -- Signatures and Causes of Multifractality -- Dispersive Transport and Diffusion -- Fractal Wanderings -- Valley Model of Multifractal Continuous-time Random Wandering on Amorphous Substrates -- Statistics of Extremes -- Limit Theorems on the Stock Market -- Comprehensive Partition Function: A Universal Tool in Multifractality.This textbook provides a comprehensive exploration of anomalous stochastic processes and extreme events, commonly referred to as "black swans," with a particular focus on (multi-)fractal approaches and continuous-time random walks. The authors present a systematic examination of the subject, tracing its inception and providing a multi-directional perspective. By drawing on real-world experiences in finance, physics, and technology, the book underscores the practical relevance of anomalous stochastic processes for practitioners dealing with real-world data from complex systems. The content is based on a series of interdisciplinary physics lectures that have been delivered to undergraduate and graduate students at the University of Warsaw for nearly two decades. Updated to reflect recent developments, this book is a valuable resource for graduate students, ambitious undergraduate students, and researchers interested in random processes and the practical implications of anomalous processes. Familiarity with fundamental principles of probability theory, algebra, and basic concepts of differential and integral calculus is assumed, while a foundational understanding of mathematical statistics, stochastic processes, and statistical thermodynamics is recommended. Additionally, each chapter includes practical exercises designed to help readers master the concepts, develop practical skills, and serve as teaching material.Understanding Complex Systems,1860-0840Stochastic processesSystem theoryStatistical physicsProbabilitiesStatisticsStochastic ProcessesComplex SystemsStatistical PhysicsApplied ProbabilityStatistics in Business, Management, Economics, Finance, InsuranceStochastic processes.System theory.Statistical physics.Probabilities.Statistics.Stochastic Processes.Complex Systems.Statistical Physics.Applied Probability.Statistics in Business, Management, Economics, Finance, Insurance.519.23Chorowski Michał1802783Gubiec Tomasz1802784Kutner Ryszard1309885MiAaPQMiAaPQMiAaPQBOOK9910992779303321Anomalous Stochastics4349001UNINA