Question derivations
All 36000 derivations have bilingual display, basic symbol and structural checks, and questions 1–36000 all have second-context mathematical and bilingual review; no display/symbol-checked candidates remain.
This cohort has 36000 questions. 36000 derivations are published: 36000 mathematically reviewed and 0 display/symbol-checked candidates. 0 are not published here.
- Question 19401: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19401· Mathematically reviewed - Question 19402: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19402· Mathematically reviewed - Question 19403: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19403· Mathematically reviewed - Question 19404: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19404· Mathematically reviewed - Question 19405: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19405· Mathematically reviewed - Question 19406: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19406· Mathematically reviewed - Question 19407: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19407· Mathematically reviewed - Question 19408: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19408· Mathematically reviewed - Question 19409: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19409· Mathematically reviewed - Question 19410: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19410· Mathematically reviewed - Question 19411: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19411· Mathematically reviewed - Question 19412: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19412· Mathematically reviewed - Question 19413: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19413· Mathematically reviewed - Question 19414: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19414· Mathematically reviewed - Question 19415: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19415· Mathematically reviewed - Question 19416: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19416· Mathematically reviewed - Question 19417: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19417· Mathematically reviewed - Question 19418: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19418· Mathematically reviewed - Question 19419: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19419· Mathematically reviewed - Question 19420: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19420· Mathematically reviewed - Question 19421: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19421· Mathematically reviewed - Question 19422: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19422· Mathematically reviewed - Question 19423: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19423· Mathematically reviewed - Question 19424: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19424· Mathematically reviewed - Question 19425: Exact Chromatic Number Needs Both Lower and Upper Evidence ·
R0037-19425· Mathematically reviewed - Question 19426: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19426· Mathematically reviewed - Question 19427: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19427· Mathematically reviewed - Question 19428: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19428· Mathematically reviewed - Question 19429: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19429· Mathematically reviewed - Question 19430: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19430· Mathematically reviewed - Question 19431: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19431· Mathematically reviewed - Question 19432: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19432· Mathematically reviewed - Question 19433: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19433· Mathematically reviewed - Question 19434: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19434· Mathematically reviewed - Question 19435: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19435· Mathematically reviewed - Question 19436: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19436· Mathematically reviewed - Question 19437: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19437· Mathematically reviewed - Question 19438: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19438· Mathematically reviewed - Question 19439: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19439· Mathematically reviewed - Question 19440: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19440· Mathematically reviewed - Question 19441: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19441· Mathematically reviewed - Question 19442: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19442· Mathematically reviewed - Question 19443: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19443· Mathematically reviewed - Question 19444: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19444· Mathematically reviewed - Question 19445: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19445· Mathematically reviewed - Question 19446: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19446· Mathematically reviewed - Question 19447: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19447· Mathematically reviewed - Question 19448: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19448· Mathematically reviewed - Question 19449: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19449· Mathematically reviewed - Question 19450: Equality of k with the Minimum Is Not Validity of This Coloring ·
R0037-19450· Mathematically reviewed - Question 19451: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19451· Mathematically reviewed - Question 19452: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19452· Mathematically reviewed - Question 19453: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19453· Mathematically reviewed - Question 19454: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19454· Mathematically reviewed - Question 19455: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19455· Mathematically reviewed - Question 19456: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19456· Mathematically reviewed - Question 19457: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19457· Mathematically reviewed - Question 19458: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19458· Mathematically reviewed - Question 19459: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19459· Mathematically reviewed - Question 19460: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19460· Mathematically reviewed - Question 19461: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19461· Mathematically reviewed - Question 19462: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19462· Mathematically reviewed - Question 19463: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19463· Mathematically reviewed - Question 19464: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19464· Mathematically reviewed - Question 19465: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19465· Mathematically reviewed - Question 19466: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19466· Mathematically reviewed - Question 19467: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19467· Mathematically reviewed - Question 19468: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19468· Mathematically reviewed - Question 19469: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19469· Mathematically reviewed - Question 19470: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19470· Mathematically reviewed - Question 19471: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19471· Mathematically reviewed - Question 19472: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19472· Mathematically reviewed - Question 19473: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19473· Mathematically reviewed - Question 19474: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19474· Mathematically reviewed - Question 19475: Proper Coloring Alone Does Not Prove the Chromatic Minimum ·
R0037-19475· Mathematically reviewed - Question 19476: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19476· Mathematically reviewed - Question 19477: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19477· Mathematically reviewed - Question 19478: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19478· Mathematically reviewed - Question 19479: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19479· Mathematically reviewed - Question 19480: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19480· Mathematically reviewed - Question 19481: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19481· Mathematically reviewed - Question 19482: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19482· Mathematically reviewed - Question 19483: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19483· Mathematically reviewed - Question 19484: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19484· Mathematically reviewed - Question 19485: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19485· Mathematically reviewed - Question 19486: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19486· Mathematically reviewed - Question 19487: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19487· Mathematically reviewed - Question 19488: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19488· Mathematically reviewed - Question 19489: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19489· Mathematically reviewed - Question 19490: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19490· Mathematically reviewed - Question 19491: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19491· Mathematically reviewed - Question 19492: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19492· Mathematically reviewed - Question 19493: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19493· Mathematically reviewed - Question 19494: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19494· Mathematically reviewed - Question 19495: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19495· Mathematically reviewed - Question 19496: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19496· Mathematically reviewed - Question 19497: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19497· Mathematically reviewed - Question 19498: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19498· Mathematically reviewed - Question 19499: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19499· Mathematically reviewed - Question 19500: A Supplied k-Palette Is a Candidate Upper Certificate ·
R0037-19500· Mathematically reviewed - Question 19501: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19501· Mathematically reviewed - Question 19502: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19502· Mathematically reviewed - Question 19503: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19503· Mathematically reviewed - Question 19504: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19504· Mathematically reviewed - Question 19505: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19505· Mathematically reviewed - Question 19506: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19506· Mathematically reviewed - Question 19507: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19507· Mathematically reviewed - Question 19508: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19508· Mathematically reviewed - Question 19509: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19509· Mathematically reviewed - Question 19510: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19510· Mathematically reviewed - Question 19511: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19511· Mathematically reviewed - Question 19512: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19512· Mathematically reviewed - Question 19513: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19513· Mathematically reviewed - Question 19514: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19514· Mathematically reviewed - Question 19515: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19515· Mathematically reviewed - Question 19516: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19516· Mathematically reviewed - Question 19517: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19517· Mathematically reviewed - Question 19518: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19518· Mathematically reviewed - Question 19519: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19519· Mathematically reviewed - Question 19520: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19520· Mathematically reviewed - Question 19521: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19521· Mathematically reviewed - Question 19522: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19522· Mathematically reviewed - Question 19523: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19523· Mathematically reviewed - Question 19524: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19524· Mathematically reviewed - Question 19525: Only a Valid Clique Size Certifies a Clique-Number Lower Bound ·
R0038-19525· Mathematically reviewed - Question 19526: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19526· Mathematically reviewed - Question 19527: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19527· Mathematically reviewed - Question 19528: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19528· Mathematically reviewed - Question 19529: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19529· Mathematically reviewed - Question 19530: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19530· Mathematically reviewed - Question 19531: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19531· Mathematically reviewed - Question 19532: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19532· Mathematically reviewed - Question 19533: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19533· Mathematically reviewed - Question 19534: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19534· Mathematically reviewed - Question 19535: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19535· Mathematically reviewed - Question 19536: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19536· Mathematically reviewed - Question 19537: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19537· Mathematically reviewed - Question 19538: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19538· Mathematically reviewed - Question 19539: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19539· Mathematically reviewed - Question 19540: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19540· Mathematically reviewed - Question 19541: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19541· Mathematically reviewed - Question 19542: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19542· Mathematically reviewed - Question 19543: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19543· Mathematically reviewed - Question 19544: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19544· Mathematically reviewed - Question 19545: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19545· Mathematically reviewed - Question 19546: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19546· Mathematically reviewed - Question 19547: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19547· Mathematically reviewed - Question 19548: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19548· Mathematically reviewed - Question 19549: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19549· Mathematically reviewed - Question 19550: Exact Extremal Sizes Need the Complete Vertex-Subset Search ·
R0038-19550· Mathematically reviewed - Question 19551: An Independent Set Is a Clique in the Complement ·
R0038-19551· Mathematically reviewed - Question 19552: An Independent Set Is a Clique in the Complement ·
R0038-19552· Mathematically reviewed - Question 19553: An Independent Set Is a Clique in the Complement ·
R0038-19553· Mathematically reviewed - Question 19554: An Independent Set Is a Clique in the Complement ·
R0038-19554· Mathematically reviewed - Question 19555: An Independent Set Is a Clique in the Complement ·
R0038-19555· Mathematically reviewed - Question 19556: An Independent Set Is a Clique in the Complement ·
R0038-19556· Mathematically reviewed - Question 19557: An Independent Set Is a Clique in the Complement ·
R0038-19557· Mathematically reviewed - Question 19558: An Independent Set Is a Clique in the Complement ·
R0038-19558· Mathematically reviewed - Question 19559: An Independent Set Is a Clique in the Complement ·
R0038-19559· Mathematically reviewed - Question 19560: An Independent Set Is a Clique in the Complement ·
R0038-19560· Mathematically reviewed - Question 19561: An Independent Set Is a Clique in the Complement ·
R0038-19561· Mathematically reviewed - Question 19562: An Independent Set Is a Clique in the Complement ·
R0038-19562· Mathematically reviewed - Question 19563: An Independent Set Is a Clique in the Complement ·
R0038-19563· Mathematically reviewed - Question 19564: An Independent Set Is a Clique in the Complement ·
R0038-19564· Mathematically reviewed - Question 19565: An Independent Set Is a Clique in the Complement ·
R0038-19565· Mathematically reviewed - Question 19566: An Independent Set Is a Clique in the Complement ·
R0038-19566· Mathematically reviewed - Question 19567: An Independent Set Is a Clique in the Complement ·
R0038-19567· Mathematically reviewed - Question 19568: An Independent Set Is a Clique in the Complement ·
R0038-19568· Mathematically reviewed - Question 19569: An Independent Set Is a Clique in the Complement ·
R0038-19569· Mathematically reviewed - Question 19570: An Independent Set Is a Clique in the Complement ·
R0038-19570· Mathematically reviewed - Question 19571: An Independent Set Is a Clique in the Complement ·
R0038-19571· Mathematically reviewed - Question 19572: An Independent Set Is a Clique in the Complement ·
R0038-19572· Mathematically reviewed - Question 19573: An Independent Set Is a Clique in the Complement ·
R0038-19573· Mathematically reviewed - Question 19574: An Independent Set Is a Clique in the Complement ·
R0038-19574· Mathematically reviewed - Question 19575: An Independent Set Is a Clique in the Complement ·
R0038-19575· Mathematically reviewed - Question 19576: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19576· Mathematically reviewed - Question 19577: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19577· Mathematically reviewed - Question 19578: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19578· Mathematically reviewed - Question 19579: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19579· Mathematically reviewed - Question 19580: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19580· Mathematically reviewed - Question 19581: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19581· Mathematically reviewed - Question 19582: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19582· Mathematically reviewed - Question 19583: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19583· Mathematically reviewed - Question 19584: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19584· Mathematically reviewed - Question 19585: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19585· Mathematically reviewed - Question 19586: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19586· Mathematically reviewed - Question 19587: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19587· Mathematically reviewed - Question 19588: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19588· Mathematically reviewed - Question 19589: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19589· Mathematically reviewed - Question 19590: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19590· Mathematically reviewed - Question 19591: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19591· Mathematically reviewed - Question 19592: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19592· Mathematically reviewed - Question 19593: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19593· Mathematically reviewed - Question 19594: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19594· Mathematically reviewed - Question 19595: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19595· Mathematically reviewed - Question 19596: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19596· Mathematically reviewed - Question 19597: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19597· Mathematically reviewed - Question 19598: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19598· Mathematically reviewed - Question 19599: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19599· Mathematically reviewed - Question 19600: Validity, Inclusion-Maximality and Global Maximum Are Separate ·
R0038-19600· Mathematically reviewed
The source bank retains its original candidate and verification labels. Display and symbol checks are not recorded as mathematical review or independent recomputation.
Full publication catalogue JSON · Mathematical review index JSON