Knowledge (XXG)

Adi Ben-Israel

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and its applications, basic, approximate and least-norm solutions, and the geometry of subspaces. He wrote about ordered
428:"Least-Norm of the General Solution to Some System of Quaternion Matrix Equations and Its Determinantal Representations" 255:
Linear equations and inequalities on finite-dimensional, real or complex, vector spaces: A unified theory,
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Rehman, Abdur; Kyrchei, Ivan; Akram, Muhammad; Ali, Ilyas; Shakoor, Abdul (19 August 2019).
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Mathematics across the Iron Curtain: A History of the Algebraic Theory of Semigroups
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Certainty equivalents and information measures: Duality and extremal principles,
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Ordered incidence geometry and the geometric foundations of convexity theory,
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Optimality in Nonlinear Programming: A Feasible Directions Approach
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A Newton–Raphson method for the solution of systems of equations,
181:(German), with W. Koepf and R.P. Gilbert, Vieweg-Verlag, Berlin, 109:, directional Newton methods, the quasi-Halley method, Newton and 364: 120:
included linear programming, a Newtonian bracketing method of
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The Linear Algebra a Beginning Graduate Student Ought to Know
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Input optimization for infinite horizon discounted programs,
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and other areas. He is a Professor of Operations Research at
384:. Springer Science & Business Media. pp. 445–. 339:
A concentrated Cauchy distribution with finite moments
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The Newton bracketing method for convex minimization,
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Contributions to the theory of generalized inverses,
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Theory of Generalized Inverses Over Commutative Rings
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for complex roots, and the inverse Newton transform.
292:(1991), 211–236 (with A. Ben-Tal and M. Teboulle). 489:. American Mathematical Society. pp. 378–. 140:, and investigated decisions under uncertainty. 78:and applications. as well as local inverses of 74:, and of operators, their extremal properties, 478: 476: 211:Generalized Inverses: Theory and Applications 155:Generalized Inverses: Theory and Applications 105:for systems of equations with rectangular or 8: 94:and the geometric foundations of convexity. 124:, input optimization, and risk modeling of 443: 193:Computer Supported Calculus: With MACSYMA 510:K.P.S. Bhaskara Rao (2 September 2003). 355: 295:A volume associated with mxn matrices, 306:The Moore of the Moore–Penrose inverse 132:. He also studied various aspects of 483:Christopher Hollings (16 July 2014). 7: 378:Jonathan S. Golan (23 April 2012). 62:Ben-Israel's research has included 282:(1989), 347–357, (with S.D. Flaam) 272:(1987), 103–122, (with A. Ben-Tal) 242:(1963), 667–699, (with A. Charnes) 14: 171:, with A. Ben-Tal and S. Zlobec, 325:(2002), 213–229 (with Y. Levin). 101:, he published papers about the 541:Adi Ben-Israel personal webpage 22:(born November 6, 1933) is a 1: 550:Mathematics Genealogy Project 432:Abstract and Applied Analysis 328:An inverse Newton transform, 217:, Springer-Verlag, New York, 460:"Ordered Incidence Geometry" 516:. CRC Press. pp. 10–. 237:J. Soc. Indust. Appl. Math. 116:Ben-Israel's research into 72:Moore–Penrose pseudoinverse 596: 565:Rutgers University faculty 320:Comput. Optimiz. and Appl. 16:Mathematician and engineer 82:mappings. In the area of 310:Electron. J. Lin. Algeb. 580:American mathematicians 130:calculus of variations 297:Lin. Algeb. and Appl. 277:J. Optimiz. Th. Appl. 195:, with R.P. Gilbert, 179:Mathematik mit DERIVE 445:10.1155/2019/9072690 343:Annals of Oper. Res. 287:J. Math. Anal. Appl. 257:J. Math. Anal. Appl. 247:J. Math. Anal. Appl. 213:(2nd edition), with 70:, in particular the 64:generalized inverses 126:dynamic programming 122:convex minimization 44:operations research 32:applied mathematics 365:"Personal webpage" 330:Contemporary Math. 107:singular Jacobians 92:incidence geometry 48:Rutgers University 523:978-0-203-21887-7 496:978-1-4704-1493-1 391:978-94-007-2636-9 230:Selected articles 99:iterative methods 86:, he studied the 587: 528: 527: 507: 501: 500: 480: 471: 470: 467:GI-LECTURE-5.dvi 464: 456: 450: 449: 447: 423: 417: 416: 413:GI-LECTURE-5.dvi 410: 402: 396: 395: 375: 369: 368: 360: 315:(2002), 150–157. 175:, New York, 1981 165:, New York, 1974 97:In the topic of 595: 594: 590: 589: 588: 586: 585: 584: 555: 554: 537: 532: 531: 524: 509: 508: 504: 497: 482: 481: 474: 462: 458: 457: 453: 425: 424: 420: 408: 406:"Matrix Volume" 404: 403: 399: 392: 377: 376: 372: 363:Ben-Israel, A. 362: 361: 357: 352: 302:(1992), 87–111. 262:(1969), 367–389 252:(1966), 243–252 215:T.N.E. Greville 197:Springer-Verlag 159:T.N.E. Greville 146: 138:location theory 60: 58:Research topics 17: 12: 11: 5: 593: 591: 583: 582: 577: 572: 567: 557: 556: 553: 552: 546:Adi Ben-Israel 543: 536: 535:External links 533: 530: 529: 522: 502: 495: 472: 451: 418: 397: 390: 370: 354: 353: 351: 348: 347: 346: 336: 335:(2012), 27–40. 326: 316: 303: 293: 283: 273: 263: 253: 243: 227: 226: 208: 190: 176: 166: 145: 142: 111:Halley methods 84:linear algebra 59: 56: 20:Adi Ben-Israel 15: 13: 10: 9: 6: 4: 3: 2: 592: 581: 578: 576: 573: 571: 570:Living people 568: 566: 563: 562: 560: 551: 547: 544: 542: 539: 538: 534: 525: 519: 515: 514: 506: 503: 498: 492: 488: 487: 479: 477: 473: 468: 461: 455: 452: 446: 441: 437: 433: 429: 422: 419: 414: 407: 401: 398: 393: 387: 383: 382: 374: 371: 366: 359: 356: 349: 344: 340: 337: 334: 331: 327: 324: 321: 317: 314: 311: 307: 304: 301: 298: 294: 291: 288: 284: 281: 278: 274: 271: 268: 264: 261: 258: 254: 251: 248: 244: 241: 238: 234: 233: 232: 231: 224: 223:0-387-00293-6 220: 216: 212: 209: 206: 205:3-211-82924-5 202: 198: 194: 191: 188: 187:3-528-06549-4 184: 180: 177: 174: 170: 167: 164: 160: 156: 153: 152: 151: 150: 143: 141: 139: 135: 131: 127: 123: 119: 114: 112: 108: 104: 103:Newton method 100: 95: 93: 89: 88:matrix volume 85: 81: 77: 73: 69: 65: 57: 55: 53: 49: 45: 41: 37: 33: 30:, working in 29: 25: 24:mathematician 21: 512: 505: 485: 466: 454: 435: 431: 421: 412: 400: 380: 373: 358: 342: 332: 329: 322: 319: 312: 309: 299: 296: 289: 286: 279: 276: 269: 266: 259: 256: 249: 246: 239: 236: 229: 228: 210: 192: 178: 168: 154: 148: 147: 144:Publications 118:optimization 115: 96: 61: 36:optimization 19: 18: 575:1933 births 345:(to appear) 267:J. Geometry 76:computation 559:Categories 350:References 199:, Vienna, 134:clustering 128:, and the 52:New Jersey 40:statistics 80:nonlinear 438:: 1–18. 173:J. Wiley 163:J. Wiley 68:matrices 28:engineer 548:at the 157:, with 26:and an 520:  493:  388:  225:, 2003 221:  207:, 2001 203:  189:, 1993 185:  463:(PDF) 409:(PDF) 149:Books 518:ISBN 491:ISBN 436:2019 386:ISBN 219:ISBN 201:ISBN 183:ISBN 136:and 440:doi 333:568 300:167 290:157 66:of 561:: 475:^ 465:. 434:. 430:. 411:. 341:, 323:21 308:, 280:61 270:30 260:27 250:15 240:11 161:, 54:. 50:, 42:, 38:, 34:, 526:. 499:. 469:. 448:. 442:: 415:. 394:. 367:. 313:9

Index

mathematician
engineer
applied mathematics
optimization
statistics
operations research
Rutgers University
New Jersey
generalized inverses
matrices
Moore–Penrose pseudoinverse
computation
nonlinear
linear algebra
matrix volume
incidence geometry
iterative methods
Newton method
singular Jacobians
Halley methods
optimization
convex minimization
dynamic programming
calculus of variations
clustering
location theory
T.N.E. Greville
J. Wiley
J. Wiley
ISBN

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