Added missing files

Modules/FDEM1D/include/FastSinTransformAnderson.h

@@ -0,0 +1,84 @@
+/* This file is part of Lemma, a geophysical modelling and inversion API */
+
+/* This Source Code Form is subject to the terms of the Mozilla Public
+ * License, v. 2.0. If a copy of the MPL was not distributed with this
+ * file, You can obtain one at http://mozilla.org/MPL/2.0/. */
+
+/**
+  @file
+  @author   M. Andy Kass
+  @date     02/18/2011
+  @version  $Id: digitalfiltersintrans.h 87 2013-09-05 22:44:05Z tirons $
+ **/
+
+#ifndef __FSTANDERSON
+#define __FSTANDERSON
+
+#include "DigitalFilterIntegratorAnderson.h"
+
+namespace Lemma {
+
+	// ===================================================================
+	//        Class:  FastSinTransformAnderson
+	/** \brief Sine Transform via digital filters
+	    \details Based on Andersons' Hankel transform, this calculates
+	 			the sine transform of a discrete function
+				using a digital filter approach.  Filter weights are
+				hard-coded.
+				Calculates transform of the form:
+				\f[ \int_0^\infty f(x) \sin (x\omega)~dx
+				\f]
+    */
+
+	// ===================================================================
+	class FastSinTransformAnderson : public DigitalFilterIntegratorAnderson<Real> {
+
+		friend std::ostream &operator<<(std::ostream &stream, const
+			FastSinTransformAnderson &ob);
+
+		public:
+
+			// ====================  LIFECYCLE     =======================
+
+            /// Default locked constructor.
+			FastSinTransformAnderson (const ctor_key& key);
+
+			/// Default destructor
+			~FastSinTransformAnderson ();
+
+			static std::shared_ptr<FastSinTransformAnderson> NewSP();
+
+
+			// ====================  OPERATORS     =======================
+
+			// ====================  OPERATIONS    =======================
+
+			// ====================  ACCESS        =======================
+
+			// ====================  INQUIRY       =======================
+
+            /** Returns the name of the underlying class, similiar to Python's type */
+            virtual std::string GetName() const { return this->CName; }
+
+		protected:
+
+			// ====================  LIFECYCLE     =======================
+
+			/// Set all the filter weights
+			void SetFilterWeights();
+
+			// ====================  DATA MEMBERS  =========================
+
+			//Eigen::Matrix<Real, 787, 1> FilterWeights;
+
+		private:
+
+            /** ASCII string representation of the class name */
+            static constexpr auto CName = "FastSinTransformAnderson";
+
+    }; // -----  end of class  FastSinTransformAnderson  -----
+
+} //end of namespace Lemma
+
+#endif // __FSTANDERSON_H
+

Modules/FDEM1D/src/CMakeLists.txt

@@ -46,6 +46,7 @@ set (FDEM1DSOURCE
 	${CMAKE_CURRENT_SOURCE_DIR}/IntegrationKernel.cpp
 	${CMAKE_CURRENT_SOURCE_DIR}/DigitalFilterIntegratorAnderson.cpp
 	${CMAKE_CURRENT_SOURCE_DIR}/FastSinTransformAnderson.cpp
+	${CMAKE_CURRENT_SOURCE_DIR}/FastCosTransformAnderson.cpp
 		
 	# Calculation
 	${CMAKE_CURRENT_SOURCE_DIR}/EMEarth1D.cpp

Modules/FDEM1D/src/FastCosTransformAnderson.cpp

@@ -0,0 +1,448 @@
+/* This file is part of Lemma, a geophysical modelling and inversion API */
+
+/* This Source Code Form is subject to the terms of the Mozilla Public
+ * License, v. 2.0. If a copy of the MPL was not distributed with this
+ * file, You can obtain one at http://mozilla.org/MPL/2.0/. */
+
+/**
+  @file
+  @author   M. Andy Kass and Trevor P. Irons
+  @date     02/07/2011
+            16 Dec. 2018
+ **/
+
+#include "FastCosTransformAnderson.h"
+
+namespace Lemma {
+
+    // ====================  FRIENDS       =======================
+
+    std::ostream &operator<<(std::ostream &stream,
+			const FastCosTransformAnderson &ob) {
+		stream << *(DigitalFilterIntegrator<Real>*)(&ob);
+		return stream;
+	}
+
+    // ====================  LIFECYCLE     =======================
+
+	FastCosTransformAnderson::FastCosTransformAnderson(const std::string&name) :
+		DigitalFilterIntegrator<Real>(name) {
+        SetFilterWeights();
+        NumConv = 1;
+        ilow = 425;
+        ihi = 460;
+        ABSCISSA = 0.7866057737580476;
+        //IntKernel = CosTransIntegrationKernel::New();
+	}
+
+	FastCosTransformAnderson::~FastCosTransformAnderson() {
+	}
+
+	std::shared_ptr<FastCosTransformAnderson> FastCosTransformAnderson::NewSP() {
+	    return std::make_shared< FastCosTransformAnderson > ( ctor_key() );
+    }
+
+    // ====================  OPERATIONS    =======================
+
+	void FastCosTransformAnderson::SetFilterWeights() {
+        FilterWeights.resize(787);
+        Key.resize(787);
+        Work.resize(787, NumRel);
+		this->FilterWeights <<
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+			 7.701373097387101E-01, 4.062497351127477E-01,
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+			-2.444448983707277E-05, 2.147929539928508E-05,
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+			-5.179042976527735E-06, 4.550808463155193E-06,
+			-3.998780821517730E-06, 3.513715894699684E-06,
+			-3.087490887193285E-06, 2.712968339794580E-06,
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+			-1.840610321658703E-06, 1.617338386451554E-06,
+			-1.421150054108675E-06, 1.248759998169063E-06,
+			-1.097281408784448E-06, 9.641776560691427E-07,
+			-8.472198144303782E-07, 7.444493348026655E-07,
+			-6.541452446960252E-07, 5.747953299561648E-07,
+			-5.050708135463763E-07, 4.438041043830051E-07,
+			-3.899692438669907E-07, 3.426647247474678E-07,
+			-3.010983952488172E-07, 2.645741945310525E-07,
+			-2.324804964806138E-07, 2.042798670572760E-07,
+			-1.795000644284691E-07, 1.577261311964345E-07,
+			-1.385934457978807E-07, 1.217816165104314E-07,
+			-1.070091160694850E-07, 9.402856728542481E-08,
+			-8.262260063861433E-08, 7.260021429510923E-08,
+			-6.379357556568284E-08, 5.605521036390507E-08,
+			-4.925553366022761E-08, 4.328067952283362E-08,
+			-3.803059434473390E-08, 3.341736133872807E-08,
+			-2.936372828943425E-08, 2.580181391877248E-08,
+			-2.267197117462836E-08, 1.992178838990867E-08,
+			-1.750521159700888E-08, 1.538177331647477E-08,
+			-1.351591490408599E-08, 1.187639109711096E-08,
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+			-8.057524168015392E-09, 7.080120656351000E-09,
+			-6.221279323637567E-09, 5.466618198282681E-09,
+			-4.803499887007487E-09, 4.220819952418786E-09,
+			-3.708820961440479E-09, 3.258929089378474E-09,
+			-2.863610543832675E-09, 2.516245405206862E-09,
+			-2.211016771314404E-09, 1.942813349072686E-09,
+			-1.707143861761559E-09, 1.500061838825614E-09,
+			-1.318099529115311E-09, 1.158209830829835E-09,
+			-1.017715265474667E-09, 8.942631413031228E-10,
+			-7.857861555682931E-10, 6.904677759378704E-10,
+			-6.067118212948776E-10, 5.331157324405220E-10,
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+			-2.792651282909316E-10, 2.453893729983475E-10,
+			-2.156228554187546E-10, 1.894671118403349E-10,
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+			-9.924966395649082E-11, 8.721036155589632E-11,
+			-7.663146513121262E-11, 6.733582275589511E-11,
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+			-3.527291737272422E-11, 3.099419942203976E-11,
+			-2.723450367478780E-11, 2.393087107406673E-11,
+			-2.102797969829416E-11, 1.847721835214320E-11,
+			-1.623587253411553E-11, 1.426640914879302E-11,
+			-1.253584798559500E-11, 1.101520943914518E-11,
+			-9.679029223044069E-12, 8.504931950483330E-12,
+			-7.473256440847272E-12, 6.566726477759826E-12,
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+			-4.455188184705872E-12, 3.914759576021876E-12,
+			-3.439886690015256E-12, 3.022617407370815E-12,
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+			-2.050691376558676E-12, 1.801935938738539E-12,
+			-1.583355332954674E-12, 1.391289255348560E-12,
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+			-9.439186286983481E-13, 8.294182731437524E-13,
+			-7.288071777679118E-13, 6.404005307872462E-13,
+			-5.627178934884672E-13, 4.944584091193514E-13,
+			-4.344790190215893E-13, 3.817753212167385E-13,
+			-3.354647509064286E-13, 2.947718012314345E-13,
+			-2.590150368003291E-13, 2.275956825191015E-13,
+			-1.999875966322778E-13, 1.757284600660376E-13,
+			-1.544120345321836E-13, 1.356813597490631E-13,
+			-1.192227758615040E-13, 1.047606709603187E-13,
+			-9.205286574443716E-14, 8.088655803832021E-14,
+			-7.107475925247343E-14, 6.245316311274798E-14,
+			-5.487739422278246E-14, 4.822059038461202E-14,
+			-4.237127819154857E-14, 3.723150631847816E-14,
+			-3.271520525003134E-14, 2.874674597896990E-14,
+			-2.525967353907224E-14, 2.219559416454687E-14,
+			-1.950319744058413E-14, 1.713739707017873E-14,
+			-1.505857586868545E-14, 1.323192234295437E-14,
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+			-8.977182814427699E-15, 7.888221761131355E-15,
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+			-5.351755171700232E-15, 4.702570113399845E-15,
+			-4.132133283746073E-15, 3.630892270162917E-15,
+			-3.190453398341683E-15, 2.803441173574897E-15,
+			-2.463374772306652E-15, 2.164559515653694E-15,
+			-1.901991507536473E-15, 1.671273840510759E-15,
+			-1.468542966100438E-15, 1.290403996644843E-15,
+			-1.133873855239388E-15, 9.963313217707399E-16,
+			-8.754731385280971E-16, 7.692754403444974E-16,
+			-6.759598633855865E-16, 5.939637650509565E-16,
+			-5.219140562969427E-16, 4.586042081825544E-16,
+			-4.029740475950767E-16, 3.540920038189227E-16,
+			-3.111395086526072E-16, 2.733972888415509E-16,
+			-2.402333212827215E-16, 2.110922493015534E-16,
+			-1.854860827684001E-16, 1.629860263206755E-16,
+			-1.432152988478505E-16, 1.258428239959391E-16,
+			-1.105776860340182E-16, 9.716425824191095E-17,
+			-8.537792224005708E-17, 7.502130657839168E-17,
+			-6.592098159645411E-17, 5.792455520756561E-17,
+			-5.089812097369260E-17, 4.472401573699795E-17,
+			-3.929884925786503E-17, 3.453177286415005E-17,
+			-3.034295811884372E-17, 2.666226003023219E-17,
+			-2.342804241895063E-17, 2.058614577177349E-17,
+			-1.808898029804633E-17, 1.589472900128195E-17,
+			-1.396664742072978E-17, 1.227244831653922E-17,
+			-1.078376099458355E-17, 9.475656216910048E-18,
+			-8.326228742065685E-18, 7.316230504610306E-18,
+			-6.428748291129759E-18, 5.648920515191333E-18,
+			-4.963688348418389E-18, 4.361577040171507E-18,
+			-3.832503763852548E-18, 3.367608772061774E-18,
+			-2.959107033168789E-18, 2.600157864838119E-18,
+			-2.284750381424515E-18, 2.007602836968745E-18,
+			-1.764074178215185E-18, 1.550086326535024E-18,
+			-1.362055887301009E-18, 1.196834143131819E-18,
+			-1.051654326148005E-18, 9.240852862763527E-19,
+			-8.119907797435101E-19, 7.134936960083838E-19,
+			-6.269446240781204E-19, 5.508942318228495E-19,
+			-4.840689957627215E-19, 4.253498749090647E-19,
+			-3.737535715383304E-19, 3.284160650943604E-19,
+			-2.885781434802982E-19, 2.535726894517719E-19,
+			-2.228135092144265E-19, 1.957855161528666E-19,
+			-1.720361053077579E-19, 1.511675741544441E-19,
+			-1.328304627571508E-19, 1.167177017717951E-19,
+			-1.025594703000911E-19, 9.011867747602604E-20,
+			-7.918699208456320E-20, 6.958135363559505E-20,
+			-6.114090626414241E-20, 5.372430364847189E-20,
+			-4.720733874362162E-20, 4.148085614846149E-20,
+			-3.644890635898519E-20, 3.202709755606534E-20,
+			-2.814108611035396E-20, 2.472510802483146E-20,
+			-2.172035832750181E-20, 1.907280017594962E-20,
+			-7.276967157651721E-21;
+	}
+
+} // end of namespace Lemma

Modules/FDEM1D/src/FastSinTransformAnderson.cpp

@@ -0,0 +1,450 @@
+/* This file is part of Lemma, a geophysical modelling and inversion API */
+
+/* This Source Code Form is subject to the terms of the Mozilla Public
+ * License, v. 2.0. If a copy of the MPL was not distributed with this
+ * file, You can obtain one at http://mozilla.org/MPL/2.0/. */
+
+/**
+  @file
+  @author   M. Andy Kass and Trevor P. Irons
+  @date     02/16/2011
+            15 Dec 2018
+  @version  $Id: digitalfiltersintrans.cpp 87 2013-09-05 22:44:05Z tirons $
+ **/
+#include "FastSinTransformAnderson.h"
+
+namespace Lemma {
+
+    // ====================  FRIENDS       =======================
+
+    std::ostream &operator<<(std::ostream &stream,
+			const FastSinTransformAnderson &ob) {
+		stream << *(DigitalFilterIntegratorAnderson<Real>*)(&ob);
+		return stream;
+	}
+
+    // ====================  LIFECYCLE     =======================
+
+	FastSinTransformAnderson::FastSinTransformAnderson( const ctor_key& key ) :
+		DigitalFilterIntegratorAnderson<Real>(key) {
+        SetFilterWeights();
+        NumConv = 1;
+        ilow = 425;
+        ihi = 460;
+        ABSCISSA = 0.7745022656977834;
+        //IntKernel = CosTransIntegrationKernel::New();
+	}
+
+	FastSinTransformAnderson::~FastSinTransformAnderson() {
+
+    }
+
+	std::shared_ptr<FastSinTransformAnderson> FastSinTransformAnderson::NewSP() {
+        return std::make_shared< FastSinTransformAnderson > ( ctor_key() );
+	}
+
+    // ====================  OPERATIONS    =======================
+
+	void FastSinTransformAnderson::SetFilterWeights() {
+		//Same number of coefficients as the cosine transform
+		FilterWeights.resize(787);
+		Key.resize(787);
+		Work.resize(787, NumRel);
+		this->FilterWeights <<
+			 4.519086190454403E-29,-9.339715413211410E-29,
+			 1.907086488243319E-28,-2.926740419085585E-28,
+			 4.016341837702778E-28,-5.205269186311504E-28,
+			 6.517833605193130E-28,-7.967548954470954E-28,
+			 9.568276718198612E-28,-1.135805242625555E-27,
+			 1.341437536522928E-27,-1.584604744296628E-27,
+			 1.876875146781600E-27,-2.228200512918392E-27,
+			 2.645681468388641E-27,-3.133421673989624E-27,
+			 3.693471763710930E-27,-4.327595342414010E-27,
+			 5.039000943393479E-27,-5.833332055385210E-27,
+			 6.719340442247252E-27,-7.710109799166923E-27,
+			 8.824593601800077E-27,-1.008809737899913E-26,
+			 1.153087819007531E-26,-1.318573428833282E-26,
+			 1.508632848921759E-26,-1.726724501006653E-26,
+			 1.976529598469166E-26,-2.262087271971451E-26,
+			 2.587877027540831E-26,-2.958891513809359E-26,
+			 3.380756725224869E-26,-3.859914775323363E-26,
+			 4.403862178004457E-26,-5.021419292439053E-26,
+			 5.722969551574750E-26,-6.520606418485730E-26,
+			 7.428212579422239E-26,-8.461557977402292E-26,
+			 9.638471499797232E-26,-1.097907018143775E-25,
+			 1.250600971971666E-25,-1.424476805594983E-25,
+			 1.622403124908015E-25,-1.847622752118429E-25,
+			 2.103817835334522E-25,-2.395181391816518E-25,
+			 2.726499236157535E-25,-3.103251036607772E-25,
+			 3.531729413199891E-25,-4.019163393605676E-25,
+			 4.573837905690991E-25,-5.205218550552940E-25,
+			 5.924100002797128E-25,-6.742788104825517E-25,
+			 7.675312493515405E-25,-8.737657967045221E-25,
+			 9.948010684981015E-25,-1.132702852601557E-24,
+			 1.289815274051798E-24,-1.468796997184372E-24,
+			 1.672663454907744E-24,-1.904836740815919E-24,
+			 2.169205882613385E-24,-2.470198700421404E-24,
+			 2.812864533285517E-24,-3.202964869374407E-24,
+			 3.647071555907292E-24,-4.152674762505081E-24,
+			 4.728305934616842E-24,-5.383678610889903E-24,
+			 6.129850575416668E-24,-6.979408353295871E-24,
+			 7.946678501710549E-24,-9.047967050654569E-24,
+			 1.030183273201298E-23,-1.172939535974881E-23,
+			 1.335468970408732E-23,-1.520506989792332E-23,
+			 1.731167873568262E-23,-1.970998238900646E-23,
+			 2.244038375223756E-23,-2.554891109141771E-23,
+			 2.908800212317214E-23,-3.311738161673479E-23,
+			 3.770506652613824E-23,-4.292849755751231E-23,
+			 4.887584419793589E-23,-5.564747348119901E-23,
+			 6.335764555403829E-23,-7.213641884192625E-23,
+			 8.213185708614141E-23,-9.351250590466155E-23,
+			 1.064702652070505E-22,-1.212235989202909E-22,
+			 1.380212637669216E-22,-1.571464627021063E-22,
+			 1.789216833692896E-22,-2.037140677202572E-22,
+			 2.319416886961351E-22,-2.640804920121902E-22,
+			 3.006724483628496E-22,-3.423345344607581E-22,
+			 3.897693304501770E-22,-4.437766344557916E-22,
+			 5.052672367873663E-22,-5.752779264041773E-22,
+			 6.549893990733216E-22,-7.457456427231128E-22,
+			 8.490772387335222E-22,-9.667263925372798E-22,
+			 1.100677264803472E-21,-1.253188268156373E-21,
+			 1.426831572556448E-21,-1.624534745260255E-21,
+			 1.849632235986410E-21,-2.105919014055614E-21,
+			 2.397717720265674E-21,-2.729947694949692E-21,
+			 3.108212647296628E-21,-3.538889390172954E-21,
+			 4.029242408342459E-21,-4.587537765144882E-21,
+			 5.223192986426113E-21,-5.946923044249243E-21,
+			 6.770936697567055E-21,-7.709123239579199E-21,
+			 8.777310068392340E-21,-9.993501047681958E-21,
+			 1.137821494603412E-20,-1.295478887104638E-20,
+			 1.474982378032821E-20,-1.679356954738640E-20,
+			 1.912051261376801E-20,-2.176986279743765E-20,
+			 2.478633017643540E-20,-2.822073770460957E-20,
+			 3.213105082813427E-20,-3.658314411923333E-20,
+			 4.165216959294550E-20,-4.742350946454843E-20,
+			 5.399460006022600E-20,-6.147610566668155E-20,
+			 6.999435769179613E-20,-7.969278499925461E-20,
+			 9.073518741196294E-20,-1.033074536152729E-19,
+			 1.176219711201683E-19,-1.339196499267872E-19,
+			 1.524758875590042E-19,-1.736028891015458E-19,
+			 1.976577702338448E-19,-2.250451123066827E-19,
+			 2.562280190911125E-19,-2.917307540064815E-19,
+			 3.321538976139149E-19,-3.781767593800005E-19,
+			 4.305782565276538E-19,-4.902385383010367E-19,
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+			 5.595281281317008E-27,-4.277815801389812E-27,
+			 3.228199604942252E-27,-2.397244120563833E-27,
+			 1.748239591243191E-27,-1.251355005015151E-27,
+			 8.794257877849950E-28,-6.065291790558063E-28,
+			 4.090426687827314E-28,-2.676669295980934E-28,
+			 1.687971022918484E-28,-1.044337763175647E-28,
+			 7.050578391076381E-29,-6.406578964496667E-29,
+			 8.047966445795522E-29,-1.121534977637725E-28,
+			 1.496948518403447E-28,-1.846610467538164E-28,
+			 2.120865254113486E-28,-2.314246444782675E-28,
+			 2.456355516626332E-28,-2.590895710468579E-28,
+			 2.753571339247125E-28,-2.961734255384709E-28,
+			 3.222852751815456E-28,-3.554096868418778E-28,
+			 3.994470369697907E-28,-4.595315984451220E-28,
+			 5.391210400875100E-28,-6.364075603215328E-28,
+			 7.416537866632483E-28,-8.373375968928217E-28,
+			 9.020712825598172E-28,-9.167392508097227E-28,
+			 8.694251225012477E-28,-7.570921079500922E-28,
+			 5.849601896353324E-28,-3.650523966203355E-28,
+			 1.141119602484722E-28, 1.491703156191346E-28,
+			-4.067578199248336E-28, 6.427512747502163E-28,
+			-8.440676076304842E-28, 1.001129119104450E-27,
+			-1.108757116989416E-27, 1.166928305547677E-27,
+			-1.180901419514423E-27, 1.160312647193067E-27,
+			-1.116872557002111E-27, 1.060982755116985E-27,
+			-9.988396142394386E-28, 9.317938546853034E-28,
+			-8.581732798065989E-28, 7.758565868660186E-28,
+			-6.839003286369139E-28, 5.828348637958973E-28,
+			-4.740105434766476E-28, 3.587009166849001E-28,
+			-2.377198496417097E-28, 1.119160774411077E-28,
+			 1.670017331897950E-29,-1.438060858130858E-28,
+			 2.622750906188666E-28,-3.630328238235802E-28,
+			 4.369496766662814E-28,-4.761183982698324E-28,
+			-3.708525899969828E-28;
+	}
+} // end namespace Lemma
+

Modules/FDEM1D/src/digitalfiltercostrans.cpp

@@ -1,69 +0,0 @@
-// ===========================================================================
-//
-//       Filename:  utdigitalfiltercostrans.cpp
-//
-//        Created:  02/08/2011 11:52:39 AM
-//       Compiler:  Tested with g++, icpc, and MSVC 2010
-//
-//         Author:  Trevor Irons (ti)
-//
-//   Organisation:  Colorado School of Mines (CSM)
-//                  United States Geological Survey (USGS)
-//
-//          Email:  tirons@mines.edu, tirons@usgs.gov
-//
-//  This program is free software: you can redistribute it and/or modify
-//  it under the terms of the GNU General Public License as published by
-//  the Free Software Foundation, either version 3 of the License, or
-//  (at your option) any later version.
-//
-//  This program is distributed in the hope that it will be useful,
-//  but WITHOUT ANY WARRANTY; without even the implied warranty of
-//  MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-//  GNU General Public License for more details.
-//
-//  You should have received a copy of the GNU General Public License
-//  along with this program.  If not, see <http://www.gnu.org/licenses/>.
-//
-// ===========================================================================
-
-/**
-  @file
-  @author   Trevor Irons
-  @date     02/08/2011
-  @version   0.0
- **/
-
-#include "digitalfiltercostrans.h"
-#include "costransintegrationkernel.h"
-#include "integrationkernel.h"
-
-//class TestDriverKernel : public IntegrationKernel<Real> {
-//
-//};
-
-using namespace Lemma;
-
-int main() {
-
-	//Real A = 2.;
-	//Real B = 12.5;
-
-    Real A = 1.;
-    Real B = 2.;
-    DigitalFilterCosTrans* Cos = DigitalFilterCosTrans::New();
-    std::cout << *Cos << std::endl;
-    CosTransIntegrationKernel* Kernel = CosTransIntegrationKernel::New();
-    Cos->AttachKernel(Kernel);
-
-    Cos->Compute(B, 1, 1e-16);
-    std::cout << "numeric  " << Cos->GetAnswer() << std::endl;
-    Real SQPI = std::sqrt(PI);
-    Real analytic =  SQPI*std::exp(-B*B/(4.*A*A))/(2.*A);
-    std::cout << "analytic " << analytic <<std::endl;
-    std::cout << "absolute error " <<  Cos->GetAnswer()(0,0) - analytic <<std::endl;
-    std::cout << "relative error " << (Cos->GetAnswer()(0,0) - analytic) / analytic <<std::endl;
-
-    Cos->Delete();
-    Kernel->Delete();
-}