Mathematics and Computer Science, Volume 2
Herausgeber: Ghosh, Sharmistha; Das, Santanu; Mallik, Biswadip Basu; Deyasi, Krishanu; Niranjanamurthy, M.
Mathematics and Computer Science, Volume 2
Herausgeber: Ghosh, Sharmistha; Das, Santanu; Mallik, Biswadip Basu; Deyasi, Krishanu; Niranjanamurthy, M.
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This second volume in a new multi-volume set builds on the basic concepts and fundamentals laid out in the previous volume, presenting the reader with more advanced and cutting-edge topics being developed in this exciting field. This second volume in a new series from Wiley-Scrivener is the first of its kind to present scientific and technological innovations by leading academicians, eminent researchers, and experts around the world in the areas of mathematical sciences and computing. Building on what was presented in volume one, the chapters focus on more advanced topics in computer science,…mehr
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- Produktdetails
- Verlag: Wiley
- Seitenzahl: 432
- Erscheinungstermin: 15. August 2023
- Englisch
- Gewicht: 830g
- ISBN-13: 9781119896326
- ISBN-10: 1119896320
- Artikelnr.: 66118200
- Verlag: Wiley
- Seitenzahl: 432
- Erscheinungstermin: 15. August 2023
- Englisch
- Gewicht: 830g
- ISBN-13: 9781119896326
- ISBN-10: 1119896320
- Artikelnr.: 66118200
< t 1 < t 2 < t 3 < T 255 17.3.2 Case 2 ii) 0 < t a <
< t b < t c < T 257 17.3.3 Case 3 iii) 0 < t a < t b <
< t c < T 259 17.4 Numerical Example 261 17.5 Discussion 261 17.6 Inference 262 References 262 18 An Amended Moth Flame Optimization Algorithm Based on Fibonacci Search Approach for Solving Engineering Design Problems 265 Saroj Kumar Sahoo and Apu Kumar Saha 18.1 Introduction 266 18.2 Classical MFO Algorithm 268 18.3 Proposed Method 270 18.4 Results and Discussions on IEEE CEC 2019 Benchmark Problems 273 18.5 Real-Life Applications 277 18.5.1 Optimal Gas Production Capacity Problem 277 18.5.2 Three-Bar Truss Design (TSD) Problem 277 18.6 Conclusion with Future Studies 278 References 279 19 Image Segmentation of Neuronal Cell with Ensemble Unet Architecture 283 Kirtan Kanani, Aditya K. Gupta, Ankit Kumar Nikum, Prashant Gupta and Dharmik Raval 19.1 Introduction 284 19.2 Methods 285 19.3 Dataset 285 19.4 Implementation Details 286 19.5 Evaluation Metrics 286 19.6 Result 286 19.7 Conclusion 289 References 289 20 Automorphisms of Some Non-Abelian p
Groups of Order p4 291 Muniya Sansanwal, Harsha Arora and Mahender Singh 20.1 Introduction 291 20.2 Categorization of p-Groups with Order p4 292 20.3 Number of Automorphisms of Some Non-Abelian Groups of Order p4 293 20.3.1 Computation of Automorphisms of Group G9 293 20.3.2 Computation of Automorphisms of Group G10 297 20.3.3 Computation of Automorphisms of G11 300 References 304 21 Viscoelastic Equation of p-Laplacian Hyperbolic Type with Logarithmic Source Term 305 Nazl
Irk
l and Erhan Pi
kin 21.1 Introduction 305 21.2 Preliminaries 307 21.3 Global Existence Result 314 21.4 Blow Up Results of the Solution for Equation (21.1) 317 References 324 22 Flow Dynamics in Continuous-Time with Average Arc Capacities 327 Badri Prasad Pangeni and Tanka Nath Dhamala 22.1 Introduction 327 22.2 Literature Review 329 22.3 Failure in Extension of AP to AAP 329 22.4 Formulation 331 22.5 Conclusion 334 Acknowledgment 334 References 334 23 Analysis of a Multiserver System of Queue-Dependent Channel Using Genetic Algorithm 337 Anupama and Chandan Kumar 23.1 Introduction 337 23.2 Description of the Model 338 23.3 Notations 338 23.4 Steady State Equations 340 23.4.1 Performance Characteristics of the System 342 23.4.2 Queue Length Evaluations at Different Epochs 343 23.4.3 Leisure Period and Working Period Length 343 23.4.4 Cost of the System 343 23.5 Conclusions 347 References 347 24 An Approach to Ranking of Single Valued Neutrosophic Fuzzy Numbers Based on (
, ß,
) Cut Sets 349 Sunayana Saikia 24.1 Introduction 349 24.2 Definition and Representations 351 24.3 Proposed Method 355 24.4 Theorems 356 24.5 Numerical Examples 357 24.6 Conclusion 358 References 359 25 Performance Analysis of Database Models Based on Fuzzy and Vague Sets for Uncertain Query Processing 363 Sharmistha Ghosh and Surath Roy 25.1 Introduction 363 25.2 Basic Definitions 364 25.2.1 Fuzzy Set 365 25.2.2 Vague Set 365 25.2.3 Similarity Measure 365 25.3 Algorithm to Generate Membership Values 366 25.4 Real Life Applications 368 25.5 Conclusion 382 References 382 26 Estimating Error of Signals by Product Means (N, pn,qn) (C, 2) of the Fourier Series in a W(Lr ,
(t))(r
1) Class 385 Pankaj Tiwari and Aradhana Dutt Jauhari 26.1 Introduction 385 26.1.1 Definition 1 386 26.1.2 Definition 2 386 26.1.3 Definition 3 386 26.1.4 Definition 4 387 26.1.5 Remark 1 387 26.2 Known Result 388 26.2.1 Theorem 1 388 26.3 Main Theorem 389 26.3.1 Theorem 2 389 26.4 Some Auxiliary Results 390 26.4.1 Lemma- 1 390 26.4.2 Lemma- 2 390 26.5 Theorem's Proof 391 26.6 Applications 394 26.6.1 Cor. 1 394 26.6.2 Cor. 2 394 26.7 Conclusion 394 Acknowledgement 395 References 395 About the Editors 397 Index 401
< t 1 < t 2 < t 3 < T 255 17.3.2 Case 2 ii) 0 < t a <
< t b < t c < T 257 17.3.3 Case 3 iii) 0 < t a < t b <
< t c < T 259 17.4 Numerical Example 261 17.5 Discussion 261 17.6 Inference 262 References 262 18 An Amended Moth Flame Optimization Algorithm Based on Fibonacci Search Approach for Solving Engineering Design Problems 265 Saroj Kumar Sahoo and Apu Kumar Saha 18.1 Introduction 266 18.2 Classical MFO Algorithm 268 18.3 Proposed Method 270 18.4 Results and Discussions on IEEE CEC 2019 Benchmark Problems 273 18.5 Real-Life Applications 277 18.5.1 Optimal Gas Production Capacity Problem 277 18.5.2 Three-Bar Truss Design (TSD) Problem 277 18.6 Conclusion with Future Studies 278 References 279 19 Image Segmentation of Neuronal Cell with Ensemble Unet Architecture 283 Kirtan Kanani, Aditya K. Gupta, Ankit Kumar Nikum, Prashant Gupta and Dharmik Raval 19.1 Introduction 284 19.2 Methods 285 19.3 Dataset 285 19.4 Implementation Details 286 19.5 Evaluation Metrics 286 19.6 Result 286 19.7 Conclusion 289 References 289 20 Automorphisms of Some Non-Abelian p
Groups of Order p4 291 Muniya Sansanwal, Harsha Arora and Mahender Singh 20.1 Introduction 291 20.2 Categorization of p-Groups with Order p4 292 20.3 Number of Automorphisms of Some Non-Abelian Groups of Order p4 293 20.3.1 Computation of Automorphisms of Group G9 293 20.3.2 Computation of Automorphisms of Group G10 297 20.3.3 Computation of Automorphisms of G11 300 References 304 21 Viscoelastic Equation of p-Laplacian Hyperbolic Type with Logarithmic Source Term 305 Nazl
Irk
l and Erhan Pi
kin 21.1 Introduction 305 21.2 Preliminaries 307 21.3 Global Existence Result 314 21.4 Blow Up Results of the Solution for Equation (21.1) 317 References 324 22 Flow Dynamics in Continuous-Time with Average Arc Capacities 327 Badri Prasad Pangeni and Tanka Nath Dhamala 22.1 Introduction 327 22.2 Literature Review 329 22.3 Failure in Extension of AP to AAP 329 22.4 Formulation 331 22.5 Conclusion 334 Acknowledgment 334 References 334 23 Analysis of a Multiserver System of Queue-Dependent Channel Using Genetic Algorithm 337 Anupama and Chandan Kumar 23.1 Introduction 337 23.2 Description of the Model 338 23.3 Notations 338 23.4 Steady State Equations 340 23.4.1 Performance Characteristics of the System 342 23.4.2 Queue Length Evaluations at Different Epochs 343 23.4.3 Leisure Period and Working Period Length 343 23.4.4 Cost of the System 343 23.5 Conclusions 347 References 347 24 An Approach to Ranking of Single Valued Neutrosophic Fuzzy Numbers Based on (
, ß,
) Cut Sets 349 Sunayana Saikia 24.1 Introduction 349 24.2 Definition and Representations 351 24.3 Proposed Method 355 24.4 Theorems 356 24.5 Numerical Examples 357 24.6 Conclusion 358 References 359 25 Performance Analysis of Database Models Based on Fuzzy and Vague Sets for Uncertain Query Processing 363 Sharmistha Ghosh and Surath Roy 25.1 Introduction 363 25.2 Basic Definitions 364 25.2.1 Fuzzy Set 365 25.2.2 Vague Set 365 25.2.3 Similarity Measure 365 25.3 Algorithm to Generate Membership Values 366 25.4 Real Life Applications 368 25.5 Conclusion 382 References 382 26 Estimating Error of Signals by Product Means (N, pn,qn) (C, 2) of the Fourier Series in a W(Lr ,
(t))(r
1) Class 385 Pankaj Tiwari and Aradhana Dutt Jauhari 26.1 Introduction 385 26.1.1 Definition 1 386 26.1.2 Definition 2 386 26.1.3 Definition 3 386 26.1.4 Definition 4 387 26.1.5 Remark 1 387 26.2 Known Result 388 26.2.1 Theorem 1 388 26.3 Main Theorem 389 26.3.1 Theorem 2 389 26.4 Some Auxiliary Results 390 26.4.1 Lemma- 1 390 26.4.2 Lemma- 2 390 26.5 Theorem's Proof 391 26.6 Applications 394 26.6.1 Cor. 1 394 26.6.2 Cor. 2 394 26.7 Conclusion 394 Acknowledgement 395 References 395 About the Editors 397 Index 401