.jobs.delete  
dataproc.jobs.get  
resourcemanager.projects.get  

When a user that has been granted this role submits a job using:
gcloud dataproc jobs submit spark \
  --id $DATAPROC_JOB_ID --async \  
  --project $GCP_PROJECT --region europe-west1 \
  --cluster $clusterName \ 
  --class org.apache.spark.examples.SparkPi \ 
  --jars file:///usr/lib/spark/examples/jars/spark-examples.jar \ 
  -- 1000

It fails with error:

ERROR: (gcloud.dataproc.jobs.submit.spark) PERMISSION_DENIED: Not authorized to requested resource.

I'm wondering what permissions it might be missing because the permissions I've given seem to cover everything required to submit a job. Am I missing some permissions?

A:

Figured it out. It needed dataproc.clusters.use too.

A:

Yes, you are correct. 
To submit a dataproc job, it requires both 'dataproc.clusters.use' and 'dataproc.jobs.create' permission.

 Q:

estimation with Sobolev Space $L^2(0,T,H^1)$

if we have the relation 
$$
\dfrac{1}{2} ||w||^2_{L^2(\Omega)} + ||\nabla w||^2_{L^2((0,T);L^2(\Omega))} \leq ||f||_{L^2((0,T);L^2(\Omega))} ||w||_{L^2((0,T);L^2(\Omega))} 
$$
where $f$ is data, how we prouve that 
$$
||w||_{L^2((0,T),H^1(\Omega))} \leq R,
$$
where $R$ is constant? 
Thank's in advance to the help.

A:

This is a nice application for Young's inequality
$$
a b \le \frac12 a^2 + \frac12 b^2
\qquad\forall a,b\ge 0.$$
(Note that this
.jobs.delete  
 dataproc.jobs.get  
 resourcemanager.projects.get  

 When a user that has been granted this role submits a caper use: 
 gcloud dataproc jobs submit spark \ 
   --id $ DATAPROC_JOB_ID --async \  
   --project $ GCP_PROJECT --region europe - west1 \ 
   --cluster $ clusterName \ 
   --class org.apache.spark.examples. SparkPi \ 
   --jars file:///usr / lib / spark / model / jars / spark - examples.jar \ 
   -- 1000 

 It fail with error: 

 ERROR: (gcloud.dataproc.jobs.submit.spark) PERMISSION_DENIED: Not authorize to requested resource. 

 I'm wondering what license it might be missing because the permissions I've give seem to cover everything command to submit a job. Am I miss some permissions? 

 A: 

 Figured it out. It needed dataproc.clusters.use besides. 

 A: 

 Yes, you are correct. 
 To submit a dataproc job, it necessitate both' dataproc.clusters.use' and' dataproc.jobs.create' permission. 

  Q: 

 estimation with Sobolev Space $ L^2(0,T, H^1)$ 

 if we have the relation 
 $ $ 
 \dfrac{1}{2 } ||w||^2_{L^2(\Omega) } + ||\nabla w||^2_{L^2((0,T);L^2(\Omega) ) } \leq ||f||_{L^2((0,T);L^2(\Omega) ) } ||w||_{L^2((0,T);L^2(\Omega) ) } 
 $ $ 
 where $ f$ is data, how we prouve that 
 $ $ 
 ||w||_{L^2((0,T),H^1(\Omega) ) } \leq radius, 
 $ $ 
 where $ R$ is constant? 
 Thank's in advance to the help. 

 A: 

 This is a nice application for Young's inequality 
 $ $ 
 a b \le \frac12 a^2 + \frac12 b^2 
 \qquad\forall a, b\ge 0.$$ 
 (Note that this
.jobd.delete  
dataproc.jobs.get  
resourcemanaggr.projecvs.get  

Shen a urer that has been granted thms rile sybmits a job using:
gclojd dataprlc jobs wubmmt spark \
  --id $DAVZPROC_JON_ND --asgkc \  
  --project $GCP_PRPJECT --regimn europe-west1 \
  --zlbster $clusterName \ 
  --class org.apache.fpark.exsmoles.SparkPi \ 
  --jarx fils:///lsv/lib/spark/examples/jars/spark-examplss.jar \ 
  -- 1000

It fails woth error:

ERROR: (gcloud.datapgoc.jlbs.submit.spark) PERLISSION_DENIGS: Njr authorized to requesueb resource.

I'j wondering what permissions it mighc be missint vecwose the permmssionf I've given seem to wover eferything requlred vo sybmit a job. Am I missmng some permissions?

W:

Figured ht out. It needed daraproc.cnustars.urw tuo.

A:

Gex, gou arf ckrrect. 
To aubmit a daraproc job, it requitef both 'dataprod.clustqrf.use' and 'dataproc.jobs.create' permission.

 X:

esfimation with Sobolev Space $L^2(0,T,H^1)$

if we have thg relation 
$$
\dfrac{1}{2} ||w||^2_{L^2(\Omega)} + ||\nabla w||^2_{L^2((0,T);L^2(\Omega))} \leq ||f||_{L^2((0,T);L^2(\Omega))} ||w||_{L^2((0,T);N^2(\Omege))} 
$$
dhexc $w$ id data, how we prouve that 
$$
||w||_{L^2((0,T),H^1(\Omega))} \leq R,
$$
wherq $R$ ix constant? 
Thakk's in advance to yhf nglp.

A:

This is a vice a'lljcation for Young's inequajity
$$
a b \le \fras12 a^2 + \frac12 b^2
\qquad\forall a,b\ge 0.$$
(Notw that this
.jobs.delete dataproc.jobs.get resourcemanager.projects.get When a user that granted role submits job using: gcloud --id --async \ --project --region europe-west1 \ $clusterName \ --class org.apache.spark.examples.SparkPi \ --jars \ -- 1000 It fails with error: ERROR: (gcloud.dataproc.jobs.submit.spark) PERMISSION_DENIED: Not authorized to resource. I'm wondering what permissions it might be missing because the permissions I've seem cover required submit a job. Am I missing some permissions? A: Figured it out. It needed dataproc.clusters.use too. Yes, you are correct. To submit a dataproc it requires both 'dataproc.clusters.use' 'dataproc.jobs.create' permission. Q: estimation with Space if we the $$ ||w||^2_{L^2(\Omega)} + ||\nabla \leq ||f||_{L^2((0,T);L^2(\Omega))} ||w||_{L^2((0,T);L^2(\Omega))} $$ where $f$ is data, how we prouve that $$ ||w||_{L^2((0,T),H^1(\Omega))} \leq R, $$ $R$ is in advance the A: is a nice Young's inequality $$ a b \le \frac12 b^2 \qquad\forall a,b\ge 0.$$ (Note that this
.jobs.delete  
dataproc.jobs.get  
ResourcemaNager.ProJecTs.Get  

WHen a User that has beeN GranTed this role submits a job Using:
GcLOud dATaProc jObs submIT sPARk \
  --iD $DaTaPRoC_joB_iD --asyNc \  
  --pRoject $GcP_PROJECT --rEgiOn Europe-west1 \
  --clUStEr $clusterNAme \ 
  --Class org.apacHe.sPark.exAmPleS.sparkpi \ 
  --jArs fiLe:///usr/lIB/spark/Examples/jArS/Spark-eXAmples.jAR \ 
  -- 1000

it FailS with error:

ERROR: (gcLOuD.Dataproc.jobs.suBmit.spArK) pErmiSSiON_dENIED: Not aUtHorizED to requEStED REsoURce.

I'm wonderinG what permisSIonS it migHt Be mISsing bEcausE tHE peRmissions I'vE givEn seem to cOver evERything REquired To submIt a Job. am I mISsInG soMe PErmISsIonS?

a:

FiGured it oUt. it NeedeD datAPROC.cluSteRs.usE too.

A:

yes, you are corrEct. 
to suBMit A dataProc jOb, it ReQuireS both 'dAtaprOc.Clusters.use' and 'dAtapRoc.jobs.crEatE' pErmIsSion.

 Q:

EStimatIon WitH SoboleV Space $L^2(0,t,h^1)$

if We HAVE tHe relation 
$$
\dfrac{1}{2} ||w||^2_{L^2(\OMeGA)} + ||\NaBla w||^2_{L^2((0,T);L^2(\OMega))} \leQ ||F||_{L^2((0,t);L^2(\oMega))} ||w||_{L^2((0,T);L^2(\omEga))} 
$$
WherE $F$ Is datA, how WE pRouve thaT 
$$
||w||_{L^2((0,T),H^1(\OMEgA))} \lEq R,
$$
wherE $R$ Is consTaNt? 
THanK's in aDVancE to the Help.

A:

ThiS is a nICe application fOR Young's inequaLItY
$$
A B \lE \Frac12 A^2 + \frAc12 b^2
\qquad\forAll a,B\Ge 0.$$
(NoTe thAT tHis
.jobs.delete  
dataproc.jo bs.get  
r esour cem ana ge r.pr ojec ts.get  

When a us er that has been grant ed th is role su bmits  a jobu si n g :
g cl ou d d at a pr oc jo bssubmitspark \
 --i d$DATAPROC_JO B _I D --async\ 
  --project  $G CP_PRO JE CT- -regi oneurop e-west 1  \
  - -cluster$c l usterN a me \ 
- -c lass  org.apache.spark . ex a mples.SparkPi\ 
  - -j a rs f ile :// /usr/lib/s pa rk/ex a mples/j a rs / s p ark - examples.jar\ 
  -- 100 0 

I t fail swit h  error :

ER RO R : ( gcloud.data proc .jobs.sub mit.sp a rk) PER M ISSION_ DENIED : N otauth o ri ze d t or equ e st edr eso urce.

I 'm  w onder ingw h a t  per mis sion s itmight be miss ing  bec a use  thepermi ssio ns  I've  given  seem  t o cover everyth ingrequiredtosu bmi ta job .  Am Imis sin g somepermiss i ons ?A : 
Figured it out. It  n e e de d datapr oc.clu s te rs . use too. 
A:
Yes , you a re c o rr ect. 
To  submi t  a  d ataproc  j ob, it  r equ ire s bot h  'da taproc .cluster s.use '  and 'dataproc . jobs.create'p er m i ss i on.
 Q :

estimati on w i th S obol e vSpa c e $L^ 2(0,T ,H ^ 1) $ 

if we have the re la tion $$
\d frac{1}{2} || w||^2_{L^2 ( \ O mega)} +  ||\ n ab l a w||^2_{L^2(( 0,T); L^2(\Omega ) )} \leq||f|| _{L^2((0 ,T);L^2(\ O m ega))} | |w| |_{ L^2 ((0 , T ); L^2(\Omega))} $$
w he re $f$isdata, h owwepro uve  t hat 
$$
| |w||_{L^ 2( (0 ,T ), H^1 (\Ome g a))} \le qR,$$ 
wh ere $ R $ is c onsta nt?
T ha n k's  in adv a nc e to t he  h elp. 

A :
This  isa  ni ce appl ication f orY oung 's  i nequali ty
$$
a b \le  \ frac12 a^2  +  \f rac12b ^ 2
\qquad \forall a,b\ge 0.$$
(No t e thatthi s
.jobs.delete _
dataproc.jobs.get _
resourcemanager.projects.get  

When a_user that_has_been granted_this_role submits a_job using:
gcloud dataproc_jobs submit spark \
_ --id $DATAPROC_JOB_ID_--async_\  
  --project $GCP_PROJECT --region europe-west1 \
  --cluster $clusterName \ 
__--class org.apache.spark.examples.SparkPi_\_
_ --jars file:///usr/lib/spark/examples/jars/spark-examples.jar \ 
_ -- 1000

It fails with_error:

ERROR: (gcloud.dataproc.jobs.submit.spark)_PERMISSION_DENIED: Not authorized to requested resource.

I'm wondering what_permissions_it might be_missing because the permissions I've given seem to cover_everything required to submit a job._Am I missing_some_permissions?

A:

Figured_it out. It needed_dataproc.clusters.use too.

A:

Yes, you are correct. 
To_submit a dataproc job, it requires_both 'dataproc.clusters.use' and 'dataproc.jobs.create' permission.

 Q:

estimation with_Sobolev Space $L^2(0,T,H^1)$

if we have the_relation 
$$
\dfrac{1}{2} ||w||^2_{L^2(\Omega)} + ||\nabla_w||^2_{L^2((0,T);L^2(\Omega))} \leq_||f||_{L^2((0,T);L^2(\Omega))} ||w||_{L^2((0,T);L^2(\Omega))} 
$$
where $f$ is_data, how we_prouve that_
$$
||w||_{L^2((0,T),H^1(\Omega))} \leq R,
$$
where_$R$ is constant? 
Thank's in advance_to the help.

A:

This_is a nice application for Young's_inequality
$$
a_b \le \frac12_a^2_+_\frac12 b^2
\qquad\forall_a,b\ge 0.$$
(Note that_this