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== gpt-5-1 == === User: whats a recoverable strict and cascadeless schedules, how is the venn diagram and what is the diff === whats a recoverable strict and cascadeless schedules, how is the venn diagram and what is the diff === Assistant: Hereβs the clearest, exam-perfect explanation of Recoverable, Cascadeless, and Strict schedules β with an intuitive Venβ¦ === Hereβs the clearest, exam-perfect explanation of Recoverable, Cascadeless, and Strict schedules β with an intuitive Venn diagram relationship and differences. === β 1. Recoverable Schedules === A schedule is recoverable if: π A transaction commits only after every transaction whose data it read has committed. Formally: If Tj reads Xi from Ti, then Tj must commit after Ti commits. ===== Example ===== T1: W(A) β¦ T2: R(A) (reads from T1) β¦ If T2 commits after T1 β Recoverable If T2 commits before T1 β NOT recoverable (if T1 aborts, T2 used dirty data) ===== Purpose ===== * Prevents a committed transaction from depending on an uncommitted one. * Avoids unrecoverable schedules. === β 2. Cascadeless (Avoids Cascading Aborts) Schedules === A schedule is cascadeless if: π A transaction reads only committed values. Meaning: no transaction reads data written by another uncommitted transaction. ===== Example ===== T1: W(A) T2: R(A) For cascadelss: T2 can read only after T1 commits. ===== Why? ===== * If T1 aborts, no one else has read dirty data, so no need to abort T2. * No βchain reactionβ aborts. ===== Relationship ===== All cascadelss schedules are recoverable, but not all recoverable are cascadelss. === β 3. Strict Schedules === A schedule is strict if: π No transaction can read or write a data item until the last writer commits or aborts. This means: * If Ti writes A, no other transaction can read A until Ti commits/aborts. * If Ti writes A, no other transaction can write A until Ti commits/aborts. ===== Strict = No dirty reads + No dirty writes ===== It gives the strongest form of isolation. ===== Benefit ===== * Easy to recover from crashes because you can simply undo last writer. * Most practical DBMS implement strict schedules (via strict 2PL). === π― Venn Diagram Relationship === <syntaxhighlight> STRICT ________ / \ / \ / \ / CASCADELESS \ / _______ \ / / \ \ /_____/ RECOVERABLE \______ </syntaxhighlight> ===== In words: ===== β Strict β Cascadeless β Recoverable * Every strict schedule is also cascadeless * Every cascadeless is also recoverable * But the reverse is not true === π Differences Table (Exam-Ready) === | Property | Recoverable | Cascadeless | Strict | | ------------------------------------- | ----------- | ------------- | ------------- | | Reads from uncommitted data | Allowed | β Not allowed | β Not allowed | | Writes to data written by uncommitted | Allowed | Allowed | β Not allowed | | Avoids cascading aborts | β No | β Yes | β Yes | | Simplest to recover | β No | Partial | β Best | | Is strongest? | No | Medium | β Strongest | === β Quick Memory Trick === * Recoverable β commit order safe * Cascadeless β read only committed data * Strict β read/write only after commit If you want, I can give examples, non-examples, or a MCQ set to practice!
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