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 16201: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16201· Mathematically reviewed - Question 16202: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16202· Mathematically reviewed - Question 16203: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16203· Mathematically reviewed - Question 16204: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16204· Mathematically reviewed - Question 16205: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16205· Mathematically reviewed - Question 16206: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16206· Mathematically reviewed - Question 16207: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16207· Mathematically reviewed - Question 16208: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16208· Mathematically reviewed - Question 16209: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16209· Mathematically reviewed - Question 16210: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16210· Mathematically reviewed - Question 16211: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16211· Mathematically reviewed - Question 16212: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16212· Mathematically reviewed - Question 16213: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16213· Mathematically reviewed - Question 16214: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16214· Mathematically reviewed - Question 16215: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16215· Mathematically reviewed - Question 16216: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16216· Mathematically reviewed - Question 16217: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16217· Mathematically reviewed - Question 16218: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16218· Mathematically reviewed - Question 16219: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16219· Mathematically reviewed - Question 16220: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16220· Mathematically reviewed - Question 16221: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16221· Mathematically reviewed - Question 16222: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16222· Mathematically reviewed - Question 16223: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16223· Mathematically reviewed - Question 16224: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16224· Mathematically reviewed - Question 16225: The Empty Word Is Accepted Exactly When the Start State Is Accepting ·
R0031-16225· Mathematically reviewed - Question 16226: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16226· Mathematically reviewed - Question 16227: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16227· Mathematically reviewed - Question 16228: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16228· Mathematically reviewed - Question 16229: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16229· Mathematically reviewed - Question 16230: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16230· Mathematically reviewed - Question 16231: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16231· Mathematically reviewed - Question 16232: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16232· Mathematically reviewed - Question 16233: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16233· Mathematically reviewed - Question 16234: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16234· Mathematically reviewed - Question 16235: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16235· Mathematically reviewed - Question 16236: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16236· Mathematically reviewed - Question 16237: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16237· Mathematically reviewed - Question 16238: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16238· Mathematically reviewed - Question 16239: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16239· Mathematically reviewed - Question 16240: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16240· Mathematically reviewed - Question 16241: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16241· Mathematically reviewed - Question 16242: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16242· Mathematically reviewed - Question 16243: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16243· Mathematically reviewed - Question 16244: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16244· Mathematically reviewed - Question 16245: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16245· Mathematically reviewed - Question 16246: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16246· Mathematically reviewed - Question 16247: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16247· Mathematically reviewed - Question 16248: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16248· Mathematically reviewed - Question 16249: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16249· Mathematically reviewed - Question 16250: A DFA Needs a Complete Total Deterministic Transition Table ·
R0031-16250· Mathematically reviewed - Question 16251: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16251· Mathematically reviewed - Question 16252: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16252· Mathematically reviewed - Question 16253: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16253· Mathematically reviewed - Question 16254: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16254· Mathematically reviewed - Question 16255: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16255· Mathematically reviewed - Question 16256: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16256· Mathematically reviewed - Question 16257: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16257· Mathematically reviewed - Question 16258: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16258· Mathematically reviewed - Question 16259: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16259· Mathematically reviewed - Question 16260: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16260· Mathematically reviewed - Question 16261: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16261· Mathematically reviewed - Question 16262: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16262· Mathematically reviewed - Question 16263: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16263· Mathematically reviewed - Question 16264: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16264· Mathematically reviewed - Question 16265: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16265· Mathematically reviewed - Question 16266: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16266· Mathematically reviewed - Question 16267: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16267· Mathematically reviewed - Question 16268: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16268· Mathematically reviewed - Question 16269: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16269· Mathematically reviewed - Question 16270: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16270· Mathematically reviewed - Question 16271: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16271· Mathematically reviewed - Question 16272: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16272· Mathematically reviewed - Question 16273: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16273· Mathematically reviewed - Question 16274: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16274· Mathematically reviewed - Question 16275: One Trace Does Not Establish Equivalence to a Target Language ·
R0031-16275· Mathematically reviewed - Question 16276: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16276· Mathematically reviewed - Question 16277: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16277· Mathematically reviewed - Question 16278: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16278· Mathematically reviewed - Question 16279: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16279· Mathematically reviewed - Question 16280: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16280· Mathematically reviewed - Question 16281: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16281· Mathematically reviewed - Question 16282: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16282· Mathematically reviewed - Question 16283: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16283· Mathematically reviewed - Question 16284: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16284· Mathematically reviewed - Question 16285: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16285· Mathematically reviewed - Question 16286: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16286· Mathematically reviewed - Question 16287: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16287· Mathematically reviewed - Question 16288: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16288· Mathematically reviewed - Question 16289: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16289· Mathematically reviewed - Question 16290: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16290· Mathematically reviewed - Question 16291: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16291· Mathematically reviewed - Question 16292: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16292· Mathematically reviewed - Question 16293: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16293· Mathematically reviewed - Question 16294: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16294· Mathematically reviewed - Question 16295: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16295· Mathematically reviewed - Question 16296: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16296· Mathematically reviewed - Question 16297: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16297· Mathematically reviewed - Question 16298: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16298· Mathematically reviewed - Question 16299: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16299· Mathematically reviewed - Question 16300: Retain the Initial State and Every Ordered Symbol Transition ·
R0031-16300· Mathematically reviewed - Question 16301: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16301· Mathematically reviewed - Question 16302: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16302· Mathematically reviewed - Question 16303: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16303· Mathematically reviewed - Question 16304: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16304· Mathematically reviewed - Question 16305: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16305· Mathematically reviewed - Question 16306: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16306· Mathematically reviewed - Question 16307: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16307· Mathematically reviewed - Question 16308: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16308· Mathematically reviewed - Question 16309: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16309· Mathematically reviewed - Question 16310: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16310· Mathematically reviewed - Question 16311: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16311· Mathematically reviewed - Question 16312: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16312· Mathematically reviewed - Question 16313: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16313· Mathematically reviewed - Question 16314: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16314· Mathematically reviewed - Question 16315: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16315· Mathematically reviewed - Question 16316: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16316· Mathematically reviewed - Question 16317: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16317· Mathematically reviewed - Question 16318: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16318· Mathematically reviewed - Question 16319: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16319· Mathematically reviewed - Question 16320: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16320· Mathematically reviewed - Question 16321: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16321· Mathematically reviewed - Question 16322: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16322· Mathematically reviewed - Question 16323: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16323· Mathematically reviewed - Question 16324: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16324· Mathematically reviewed - Question 16325: Selected Edges Form a Matching Only When Endpoints Are Disjoint ·
R0031-16325· Mathematically reviewed - Question 16326: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16326· Mathematically reviewed - Question 16327: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16327· Mathematically reviewed - Question 16328: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16328· Mathematically reviewed - Question 16329: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16329· Mathematically reviewed - Question 16330: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16330· Mathematically reviewed - Question 16331: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16331· Mathematically reviewed - Question 16332: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16332· Mathematically reviewed - Question 16333: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16333· Mathematically reviewed - Question 16334: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16334· Mathematically reviewed - Question 16335: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16335· Mathematically reviewed - Question 16336: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16336· Mathematically reviewed - Question 16337: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16337· Mathematically reviewed - Question 16338: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16338· Mathematically reviewed - Question 16339: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16339· Mathematically reviewed - Question 16340: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16340· Mathematically reviewed - Question 16341: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16341· Mathematically reviewed - Question 16342: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16342· Mathematically reviewed - Question 16343: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16343· Mathematically reviewed - Question 16344: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16344· Mathematically reviewed - Question 16345: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16345· Mathematically reviewed - Question 16346: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16346· Mathematically reviewed - Question 16347: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16347· Mathematically reviewed - Question 16348: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16348· Mathematically reviewed - Question 16349: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16349· Mathematically reviewed - Question 16350: List the Whole Matched and Unmatched Vertex Sets ·
R0031-16350· Mathematically reviewed - Question 16351: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16351· Mathematically reviewed - Question 16352: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16352· Mathematically reviewed - Question 16353: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16353· Mathematically reviewed - Question 16354: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16354· Mathematically reviewed - Question 16355: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16355· Mathematically reviewed - Question 16356: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16356· Mathematically reviewed - Question 16357: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16357· Mathematically reviewed - Question 16358: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16358· Mathematically reviewed - Question 16359: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16359· Mathematically reviewed - Question 16360: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16360· Mathematically reviewed - Question 16361: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16361· Mathematically reviewed - Question 16362: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16362· Mathematically reviewed - Question 16363: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16363· Mathematically reviewed - Question 16364: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16364· Mathematically reviewed - Question 16365: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16365· Mathematically reviewed - Question 16366: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16366· Mathematically reviewed - Question 16367: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16367· Mathematically reviewed - Question 16368: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16368· Mathematically reviewed - Question 16369: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16369· Mathematically reviewed - Question 16370: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16370· Mathematically reviewed - Question 16371: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16371· Mathematically reviewed - Question 16372: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16372· Mathematically reviewed - Question 16373: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16373· Mathematically reviewed - Question 16374: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16374· Mathematically reviewed - Question 16375: A Maximal Matching May Still Have Smaller Cardinality than Another Matching ·
R0031-16375· Mathematically reviewed - Question 16376: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16376· Mathematically reviewed - Question 16377: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16377· Mathematically reviewed - Question 16378: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16378· Mathematically reviewed - Question 16379: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16379· Mathematically reviewed - Question 16380: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16380· Mathematically reviewed - Question 16381: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16381· Mathematically reviewed - Question 16382: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16382· Mathematically reviewed - Question 16383: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16383· Mathematically reviewed - Question 16384: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16384· Mathematically reviewed - Question 16385: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16385· Mathematically reviewed - Question 16386: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16386· Mathematically reviewed - Question 16387: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16387· Mathematically reviewed - Question 16388: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16388· Mathematically reviewed - Question 16389: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16389· Mathematically reviewed - Question 16390: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16390· Mathematically reviewed - Question 16391: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16391· Mathematically reviewed - Question 16392: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16392· Mathematically reviewed - Question 16393: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16393· Mathematically reviewed - Question 16394: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16394· Mathematically reviewed - Question 16395: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16395· Mathematically reviewed - Question 16396: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16396· Mathematically reviewed - Question 16397: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16397· Mathematically reviewed - Question 16398: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16398· Mathematically reviewed - Question 16399: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16399· Mathematically reviewed - Question 16400: A Supplied Larger Valid Matching Refutes Maximum Cardinality ·
R0031-16400· 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